# Courses - Spring 2018

Below is the course information for **January 10, 2018** through **May 11, 2018.** Click on any of the links that say "Section Information" for details about class times, locations, and instructors.

Note: Any section numbers that include the letter 'H' are honors section. Learn more about math honors eligibility and how to enroll in an honors section.

The main purpose of this course is to serve as a preparation for MATH 105, MATH 106, MATH 107, and MATH 112, with an emphasis on problem-solving techniques and graphing technology. Content includes the following topics: linear, quadratic, polynomial, rational, and absolute value equations and inequalities, algebraic expressions, graphing techniques, factoring techniques, exponents and basic data analysis. Students who wish to continue to higher level math courses will have the option to work with additional course material in algebra and trigonometry to facilitate this preparation. This course by itself cannot be used to satisfy the foundations math requirement for any degree program. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 100-001 | Mo, We | 9:30am-10:45am | ||

MATH 100-002 | Mo, We | 9:30am-10:45am | ||

MATH 100-003 | Mo, We | 11:00am-12:15pm | ||

MATH 100-004 | Mo, We | 11:00am-12:15pm | ||

MATH 100-005 | Mo, We | 11:00am-12:15pm | ||

MATH 100-006 | Mo, We | 11:00am-12:15pm | ||

MATH 100-007 | Mo, We | 12:30pm-1:45pm | ||

MATH 100-008 | Mo, We | 12:30pm-1:45pm | ||

MATH 100-009 | Mo, We | 12:30pm-1:45pm | ||

MATH 100-010 | Mo, We | 12:30pm-1:45pm | ||

MATH 100-010 | Tu, Th | 9:30am-10:45am | ||

MATH 100-011 | Mo, We | 2:00pm-3:15pm | ||

MATH 100-011 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-012 | Mo, We | 2:00pm-3:15pm | ||

MATH 100-012 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-013 | Mo, We | 2:00pm-3:15pm | ||

MATH 100-013 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-014 | Mo, We | 2:00pm-3:15pm | ||

MATH 100-014 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-015 | Mo, We | 3:30pm-4:45pm | ||

MATH 100-015 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-016 | Mo, We | 3:30pm-4:45pm | ||

MATH 100-016 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-017 | Mo, We | 3:30pm-4:45pm | ||

MATH 100-017 | Tu, Th | 3:30pm-4:45pm | ||

MATH 100-018 | Mo, We | 3:30pm-4:45pm | ||

MATH 100-019 | Tu, Th | 9:30am-10:45am | ||

MATH 100-020 | Tu, Th | 9:30am-10:45am | ||

MATH 100-021 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-022 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-023 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-024 | Tu, Th | 11:00am-12:15pm | ||

MATH 100-025 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-026 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-027 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-028 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100-029 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-030 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-031 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-032 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100-033 | Tu, Th | 3:30pm-4:45pm | ||

MATH 100-034 | Tu, Th | 3:30pm-4:45pm | ||

MATH 100-101 | Mo, We | 10:00am-11:15am | ||

MATH 100-102 | Mo, We | 10:00am-11:15am |

The main purpose of this course is to serve as a preparation for Math 100. Work in the course is primarily self-directed, with mandatory weekly interaction with the instructional team. Content may include the following topics: selected topics in beginning algebra, linear, quadratic, polynomial, rational, and absolute value equations and inequalities, algebraic expressions, graphing techniques, factoring techniques, exponents and logarithms. By the end of the sequence of courses MATH 100A-100B, students will have mastered the same course content as in MATH 100; therefore, students may earn credit for either MATH 100 or the MATH 100A-100B sequence, but not both. This course cannot be used to satisfy the foundations math requirement for any degree program. Examinations are proctored.
Please note: Units from this course will count toward full time eligibility for scholarships, financial aid and other campus related activities; however, units from this course will not count toward graduation requirements.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 100AX-202 | Mo, We | 9:30am-10:45am | ||

MATH 100AX-401 | Mo, We | 9:30am-10:45am | ||

MATH 100AX-402 | Mo, We | 9:30am-10:45am | ||

MATH 100AX-403 | Mo, We | 11:00am-12:15pm | ||

MATH 100AX-404 | Mo, We | 11:00am-12:15pm | ||

MATH 100AX-405 | Mo, We | 12:30pm-1:45pm | ||

MATH 100AX-405 | Tu, Th | 9:30am-10:45am | ||

MATH 100AX-406 | Mo, We | 12:30pm-1:45pm | ||

MATH 100AX-406 | Tu, Th | 11:00am-12:15pm | ||

MATH 100AX-407 | Mo, We | 2:00pm-3:15pm | ||

MATH 100AX-407 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100AX-408 | Mo, We | 2:00pm-3:15pm | ||

MATH 100AX-408 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100AX-409 | Mo, We | 3:30pm-4:45pm | ||

MATH 100AX-409 | Tu, Th | 3:30pm-4:45pm | ||

MATH 100AX-410 | Mo, We | 3:30pm-4:45pm | ||

MATH 100AX-411 | Tu, Th | 9:30am-10:45am | ||

MATH 100AX-412 | Tu, Th | 9:30am-10:45am | ||

MATH 100AX-413 | Tu, Th | 11:00am-12:15pm | ||

MATH 100AX-414 | Tu, Th | 11:00am-12:15pm | ||

MATH 100AX-415 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100AX-416 | Tu, Th | 12:30pm-1:45pm | ||

MATH 100AX-417 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100AX-418 | Tu, Th | 2:00pm-3:15pm | ||

MATH 100AX-419 | Tu, Th | 3:30pm-4:45pm | ||

MATH 100AX-420 | Tu, Th | 3:30pm-4:45pm |

This course will examine how the mathematics learned in high school is applied to real life situations. Topics may include personal finance, statistics, elections, symmetry, and scheduling. Some of the applications may be how the site of the Olympic Games is chosen, why spirals occur in nature, and how statistical data is collected and how it can be used to mislead the public. The course is designed for elementary education majors, fine arts majors, humanities majors, and those social and behavioral science majors whose further courses do not require College Algebra as a prerequisite. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 105-001 | Mo, We, Fr | 11:00am-11:50am | M LNG 311 | Wood, Debra L |

**MATH 107: Exploring and Understanding Data**

The main purpose of this course is to help students understand, interpret, and represent data in a useful way to prepare students for courses in statistics. The course will provide students with the knowledge of basic mathematical and software tools and concepts which they can utilize to interpret quantitative information they encounter in their daily life. With the knowledge they gain, students will be able to better understand and assess the validity of quantitative information they receive through the web, newspaper, television, etc. Course topics will include creating various data summaries and descriptive statistics, probability, normal distributions, linear and other regression models, applying techniques to real world data sets. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 107-001 | Tu, Th | 8:00am-9:15am | ILC 141 | Laird, Taryn |

MATH 107-002 | Tu, Th | 9:30am-10:45am | ||

MATH 107-003 | Tu, Th | 8:00am-9:15am | SAGHA 101 | Aktepe, Omer |

MATH 107-004 | Tu, Th | 11:00am-12:15pm | SAGHA 202 | Phizicky, Michael |

MATH 107-005 | Tu, Th | 12:30pm-1:45pm | MUS 146 | Clark, Scott E |

MATH 107-006 | Tu, Th | 2:00pm-3:15pm | SAGHA 202 | Craig, Jeffrey |

MATH 107-007 | Tu, Th | 3:30pm-4:45pm | SAGHA 101 | Acevedo, Alberto |

College algebra course that emphasizes data analysis. Topics include functions, rates of change, linear functions, systems of equations, exponential & logarithmic functions, and quadratic functions. Graphing calculators and spreadsheets will be used. It is not intended for students planning to take MATH 122A/B, and it will not serve as a prerequisite for that course. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored. Credit will be allowed for only one of the following courses: MATH 109, MATH 109C, MATH 110, or MATH 112.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 109C-001 | Mo, We, Fr | 9:00am-9:50am | PSYCH 204 | Rossetti, Michael |

MATH 109C-002 | Mo, We, Fr | 10:00am-10:50am | ||

MATH 109C-005 | We | 5:30pm-7:30pm | Online | Hoffman, Sarah Jean |

Topics include right triangle trigonometry, trigonometric functions and graphs, trig identities, inverse trig functions, law of sines, and law of cosines. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. Not applicable to the mathematics major or minor. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 111-001 | Tu, Th | 8:00am-8:50am | ||

MATH 111-002 | Mo, We | 9:00am-9:50am | PSYCH 207 | Reyes, Stephen |

MATH 111-005 | Mo, We | 11:00am-11:50am | ||

MATH 111-007 | Mo, We | 2:00pm-2:50pm | ||

MATH 111-008 | Mo, We | 12:00pm-12:50pm | ENGR 308 | Rossetti, Michael |

MATH 111-010 | Mo, We | 1:00pm-1:50pm | CHVEZ 316 | Rossetti, Michael |

MATH 111-011 | Mo, We | 1:00pm-1:50pm |

Topics include properties of functions and graphs, linear and quadratic equations, polynomial functions, exponential and logarithmic functions with applications. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 112-001 | Mo, We, Fr | 8:00am-8:50am | SAGHA 225 | Lee, Jeffrey |

MATH 112-002 | Mo, We, Fr | 8:00am-8:50am | CHVEZ 109 | Ondracek, Chloe |

MATH 112-003 | Tu, Th | 8:00am-9:15am | CHVEZ 109 | Knak, Rachel |

MATH 112-004 | Mo, We, Fr | 9:00am-9:50am | M LNG 314 | Doehrman, Thomas |

MATH 112-005 | Mo, We, Fr | 9:00am-9:50am | M LNG 312 | Abrams, Ruby |

MATH 112-006 | Mo, We, Fr | 10:00am-10:50am | M LNG 413 | Laird, Taryn |

MATH 112-007 | Mo, We, Fr | 10:00am-10:50am | M LNG 312 | Andrews, Sarah |

MATH 112-008 | Mo, We, Fr | 10:00am-10:50am | M LNG 202 | McCollum-Gahley, Noah |

MATH 112-009 | Mo, We, Fr | 11:00am-11:50am | ENGR 308 | Wilson, Mitchell James |

MATH 112-010 | Mo, We, Fr | 11:00am-11:50am | M LNG 413 | Laird, Taryn |

MATH 112-011 | Mo, We, Fr | 12:00pm-12:50pm | CHVEZ 109 | Arreguin, Joseph |

MATH 112-012 | Mo, We, Fr | 11:00am-11:50am | PSYCH 204 | Carter, Kyle |

MATH 112-013 | Mo, We, Fr | 12:00pm-12:50pm | CHVEZ 105 | Wilson, Mitchell James |

MATH 112-014 | Mo, We, Fr | 12:00pm-12:50pm | ||

MATH 112-015 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 206 | Lugosi, Elizabeth |

MATH 112-016 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 205 | Nelson, Spencer |

MATH 112-017 | Mo, We, Fr | 2:00pm-2:50pm | M LNG 202 | Lu, Yingying |

MATH 112-018 | Mo, We, Fr | 2:00pm-2:50pm | HARV 332B | Thompson, Craig |

MATH 112-019 | Mo, We, Fr | 2:00pm-2:50pm | HARV 319 | Rios, Jocelyn |

MATH 112-020 | Tu, Th | 8:00am-9:15am | EDUC 353 | Liston, Janet M |

MATH 112-021 | Mo, We, Fr | 3:00pm-3:50pm | SAGHA 225 | Bailey, Brenae |

MATH 112-022 | Mo, We, Fr | 1:00pm-1:50pm | CHVEZ 109 | Latifi Jebelli, Mohammad |

MATH 112-023 | Mo, We, Fr | 2:00pm-2:50pm | SAGHA 225 | Bailey, Brenae |

MATH 112-024 | Tu, Th | 3:30pm-4:45pm | CHVEZ 308 | Johnson, Greg |

MATH 112-025 | Tu, Th | 4:30pm-5:45pm | PSYCH 305 | Albornoz-Basto, Armando |

MATH 112-026 | Tu, Th | 11:00am-12:15pm | HARV 319 | Craig, Jeffrey |

MATH 112-027 | Tu, Th | 12:30pm-1:45pm | M LNG 202 | Rysavy, Martin |

MATH 112-028 | Tu, Th | 2:00pm-3:15pm | ENGR 308 | Tao, Yuan |

MATH 112-029 | Tu, Th | 3:30pm-4:45pm | PAS 312 | Bollen, Brian |

MATH 112-030 | Tu, Th | 5:30pm-6:45pm | ||

MATH 112-201 | Online | Hur, Deborah | ||

MATH 112-202 | Online | Ramalheira-Tsu, Jonathan |

Introductory topics in differential and integral calculus, with particular emphasis on understanding the principal concepts and their applications to business. Microsoft Excel and graphing calculators will be used as tools for further understanding these concepts. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 116-001 | Tu, Th | 11:00am-12:15pm | CHVEZ 316 | Lugosi, Elizabeth |

MATH 116-002 | Mo, We, Fr | 9:00am-9:50am | HARV 319 | Awalt, John |

MATH 116-003 | Mo, We, Fr | 9:00am-9:50am | HARV 332B | Bayly, Bruce J |

MATH 116-004 | Mo, We, Fr | 10:00am-10:50am | HARV 332B | Clark, Douglas C |

MATH 116-005 | Mo, We, Fr | 10:00am-10:50am | HARV 319 | Awalt, John |

MATH 116-006 | Mo, We, Fr | 12:00pm-12:50pm | BIO W 210 | Rubio, Antonio |

MATH 116-007 | Mo, We, Fr | 1:00pm-1:50pm | M LNG 314 | McBride, Jared |

MATH 116-008 | Mo, We, Fr | 2:00pm-2:50pm | ENGR 308 | Lackow, Ira |

MATH 116-009 | Mo, We, Fr | 3:00pm-3:50pm | CHVEZ 103 | Lackow, Ira |

MATH 116-010 | Tu, Th | 8:00am-9:15am | CHVEZ 105 | Plackowski, Ken |

MATH 116-011 | Tu, Th | 9:30am-10:45am | ||

MATH 116-012 | Tu, Th | 9:30am-10:45am | M LNG 202 | Fang, Lanbo |

MATH 116-013 | Tu, Th | 12:30pm-1:45pm | HARV 332B | Jewell, Christopher M. |

MATH 116-014 | Tu, Th | 12:30pm-1:45pm | ENGR 308 | Kravitz, Hannah |

MATH 116-015 | Tu, Th | 3:30pm-4:45pm | CHVEZ 109 | Foster, Steven G |

MATH 116-016 | Tu, Th | 3:30pm-4:45pm | CHVEZ 105 | Lugosi, Elizabeth |

MATH 116-017 | Tu, Th | 5:30pm-6:45pm | BIO W 210 | Foster, Steven G |

MATH 116-018 | Mo, We, Fr | 9:00am-9:50am | ||

MATH 116-019 | Mo, We, Fr | 1:00pm-1:50pm | BIO W 210 | Rubio, Antonio |

MATH 116-020 | Mo, We, Fr | 1:00pm-1:50pm | M LNG 202 | Swift, Lindsay |

MATH 116-021 | Tu, Th | 12:30pm-1:45pm | CHVEZ 308 | Lugosi, Elizabeth |

MATH 116-023 | Mo, We | 4:00pm-5:15pm | HARV 115 | Hoskins, Philip |

MATH 116-024 | Mo, We, Fr | 2:00pm-2:50pm | PAS 304 | Lackow, Kathleen D. |

MATH 116-025 | Mo, We, Fr | 3:00pm-3:50pm | PAS 304 | Lackow, Kathleen D. |

Review of algebra and trigonometry; study of functions including polynomial, rational, exponential, logarithmic and trigonometric. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. For students who have high school credit in college algebra and trigonometry but have not attained a sufficient score on the UA Math Placement Test to enter calculus. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 120R-001 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | PAS 318 | Harris, Thomas |

MATH 120R-002 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | HARV 313 | Turnquist, Alyssa |

MATH 120R-003 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | PAS 318 | Bridges, Faith F |

MATH 120R-004 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | PAS 314 | Agrawal, Utkarsh |

MATH 120R-005 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | PAS 318 | Bridges, Faith F |

MATH 120R-006 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | PAS 314 | Banks, Robert |

MATH 120R-007 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | PAS 318 | Pillow, Jessica |

MATH 120R-008 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | PAS 314 | Reyes, Stephen |

MATH 120R-009 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | PAS 318 | Lawler, Mary |

MATH 120R-010 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | PAS 314 | Reyes, Stephen |

MATH 120R-011 | Mo, Tu, We, Th, Fr | 1:00pm-1:50pm | HARV 208 | Foster, Steven G |

MATH 120R-012 | Mo, Tu, We, Th, Fr | 1:00pm-1:50pm | PAS 318 | Andrews, Sarah |

MATH 120R-013 | Mo, Tu, We, Th, Fr | 2:00pm-2:50pm | PAS 318 | Andrews, Sarah |

MATH 120R-014 | Mo, Tu, We, Th, Fr | 3:00pm-3:50pm | HARV 208 | Gwirtz, Kyle |

MATH 120R-015 | Mo, Tu, We, Th | 4:00pm-5:05pm | PAS 318 | Elert, Eric |

MATH 120R-016 | Mo, Tu, We, Th | 4:00pm-5:05pm | HARV 313 | Priver, Kyle |

MATH 120R-017 | Mo, Tu, We, Th | 5:15pm-6:20pm | PAS 318 | Kaushish, Madhav |

MATH 120R-018 | Mo, Tu, We, Th | 4:00pm-5:05pm | HARV 208 | Yamamoto, Ken |

MATH 120R-019 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | HARV 208 | Krawczyk, Donna M |

MATH 120R-020 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | SAGHA 114 | Hughes Hallett, Deborah J |

**MATH 121A: Precalculus Functions and Models, Part I**

This is the first in a sequence of courses designed to lead to Calculus I. It serves a prerequisite for Math 121B. Topics covered include: functions and graphs, rates of change, transformations, inverse functions, quadratic and polynomial functions, rational functions, trigonometric functions. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 121A-201 | Online | Krawczyk, Donna M |

**MATH 121B: Precalculus Functions and Models, Part II**

This is the second in a sequence of courses designed to lead to Calculus I. Topics covered include: trigonometric functions and identities, exponential and logarithmic functions and models, limits. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 121B-201 | Online | Krawczyk, Donna M |

Elementary functions, their properties, and uses in modeling. A graphing calculator is required for this course. We recommend the
TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 122A-001 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | PAS 404 | Bridges, Faith F |

MATH 122A-002 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | ||

MATH 122A-003 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | HARV 313 | Awalt, John |

MATH 122A-004 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | PAS 404 | Bridges, Faith F |

MATH 122A-005 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | HARV 208 | Takagi, Janice |

MATH 122A-006 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | PAS 404 | Bridges, Faith F |

MATH 122A-007 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | HARV 208 | Hong, Brian |

MATH 122A-008 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | PAS 404 | Takagi, Janice |

MATH 122A-009 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | HARV 208 | Reyes, Stephen |

MATH 122A-010 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | PAS 404 | Takagi, Janice |

MATH 122A-011 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | HARV 208 | Reyes, Stephen |

MATH 122A-012 | Mo, Tu, We, Th, Fr | 1:00pm-1:50pm | PAS 404 | Varghese, Mariamma G |

MATH 122A-013 | Mo, Tu, We, Th, Fr | 1:00pm-1:50pm | HARV 208 | Wood, Debra L |

MATH 122A-014 | Mo, Tu, We, Th, Fr | 2:00pm-2:50pm | PAS 404 | Clark, Douglas C |

MATH 122A-015 | Mo, Tu, We, Th, Fr | 2:00pm-2:50pm | HARV 208 | Moussa, Mohamad |

MATH 122A-016 | Mo, Tu, We, Th, Fr | 3:00pm-3:50pm | ||

MATH 122A-017 | Mo, Tu, We, Th, Fr | 3:00pm-3:50pm | ||

MATH 122A-018 | Mo, Tu, We, Th | 4:00pm-5:05pm | PAS 404 | Wilson, Mitchell James |

MATH 122A-019 | Mo, Tu, We, Th | 4:00pm-5:05pm | ||

MATH 122A-020 | Mo, Tu, We, Th | 4:00pm-5:05pm | ||

MATH 122A-021 | Mo, Tu, We, Th | 5:15pm-6:20pm | PAS 404 | Wilson, Mitchell James |

MATH 122A-022 | Mo, Tu, We, Th | 5:15pm-6:20pm |

An introduction to first-semester calculus for engineering, science and math students, from rates of change to integration, with an emphasis on understanding, problem solving, and modeling. Topics covered include key concepts of derivative and definite integral, techniques of differentiation, and applications, using algebraic and transcendental functions. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. Examinations are proctored. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 122B-001 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | PAS 404 | Taylor, Jonathan David |

MATH 122B-002 | Mo, Tu, We, Th, Fr | 8:00am-8:50am | HARV 208 | Awalt, John |

MATH 122B-003 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | PAS 404 | Wood, Debra L |

MATH 122B-004 | Mo, Tu, We, Th, Fr | 9:00am-9:50am | ||

MATH 122B-005 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | PAS 404 | Yeap, Lay-May |

MATH 122B-006 | Mo, Tu, We, Th, Fr | 10:00am-10:50am | HARV 208 | Takagi, Janice |

MATH 122B-007 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | PAS 404 | Clark, Douglas C |

MATH 122B-008 | Mo, Tu, We, Th, Fr | 11:00am-11:50am | HARV 208 | Takagi, Janice |

MATH 122B-009 | Mo, Tu, We, Th, Fr | 12:00pm-12:50pm | PAS 404 | Clark, Douglas C |

MATH 122B-011 | Mo, Tu, We, Th, Fr | 1:00pm-1:50pm | PAS 404 | Yeap, Lay-May |

MATH 122B-013 | Mo, Tu, We, Th, Fr | 2:00pm-2:50pm | PAS 404 | Smith, Deirdre A |

MATH 122B-014 | Mo, Tu, We, Th, Fr | 2:00pm-2:50pm | HARV 208 | Shahar, Doron Jacob |

MATH 122B-015 | Mo, Tu, We, Th, Fr | 3:00pm-3:50pm | PAS 404 | Smith, Deirdre A |

MATH 122B-017 | Mo, Tu, We, Th | 4:00pm-5:05pm | PAS 404 | Nickel, Austin |

MATH 122B-019 | Mo, Tu, We, Th | 5:15pm-6:20pm | PAS 404 | Tippings, Brandon |

An accelerated version of MATH 122B. Introduction to calculus with an emphasis on understanding and problem solving. Concepts are presented graphically and numerically as well as algebraically. Elementary functions, their properties and uses in modeling; the key concepts of derivative and definite integral; techniques of differentiation, using the derivative to understand the behavior of functions; applications to optimization problems in physics, biology and economics. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 125-001 | Tu, Th | 9:30am-10:45am | HARV 332B | Sandler, Nataliya G |

MATH 125-002 | Mo, We, Fr | 2:00pm-2:50pm | CHVEZ 109 | Izosimov, Anton |

Continuation of MATH 122B or MATH 125. Techniques of symbolic and numerical integration, applications of the definite integral to geometry, physics, economics, and probability; differential equations from a numerical, graphical, and algebraic point of view; modeling using differential equations, approximations by Taylor series. A graphing calculator is required for this course. We recommend the TI-83 or TI-84 models. Calculators that perform symbolic manipulations, such as the TI-89, NSpire CAS, or HP50g, cannot be used. Examinations are proctored.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 129-001 | Mo, We, Fr | 8:00am-8:50am | CHVEZ 105 | Quinones, Jason M |

MATH 129-002 | Mo, We, Fr | 8:00am-8:50am | ||

MATH 129-004 | Mo, We, Fr | 9:00am-9:50am | SAGHA 225 | Pounder, Kyle Jeffery |

MATH 129-005 | Mo, We, Fr | 10:00am-10:50am | PSYCH 305 | Abdul-Rahman, Houssam |

MATH 129-006 | Mo, We, Fr | 10:00am-10:50am | PSYCH 207 | Shih, Sheng-Chi |

MATH 129-007H | Mo, We, Fr | 11:00am-11:50am | S SCI 118 | Levin, Brandon |

MATH 129-008 | Mo, We, Fr | 11:00am-11:50am | HARV 319 | Krawczyk, Donna M |

MATH 129-009 | Mo, We, Fr | 12:00pm-12:50pm | EDUC 333 | Kraft, Angela Marie |

MATH 129-010 | Mo, We, Fr | 12:00pm-12:50pm | CHVEZ 308 | Cherkis, Sergey |

MATH 129-011 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 307 | Sims, Robert |

MATH 129-012 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 305 | Coatney, Ryan |

MATH 129-013 | Mo, We, Fr | 2:00pm-2:50pm | M LNG 314 | Romanowska, Ewa |

MATH 129-014 | Mo, We, Fr | 2:00pm-2:50pm | HARV 210 | Gonzalez, Angelica |

MATH 129-016 | Mo, We, Fr | 3:00pm-3:50pm | CHVEZ 109 | Romanowska, Ewa |

MATH 129-018 | Tu, Th | 3:30pm-4:45pm | ENGR 308 | Luo, Jerry (Zhaorui) |

MATH 129-019 | Tu, Th | 8:00am-9:15am | ||

MATH 129-020 | Tu, Th | 9:30am-10:45am | PSYCH 307 | Kunyansky, Leonid |

MATH 129-021 | Tu, Th | 9:30am-10:45am | PSYCH 305 | Keller, Christoph |

MATH 129-022 | Tu, Th | 11:00am-12:15pm | PSYCH 206 | MacLaughlin, Andrew |

MATH 129-023 | Tu, Th | 12:30pm-1:45pm | M LNG 312 | Cheng, Yongtao |

MATH 129-024 | Tu, Th | 2:00pm-3:15pm | PSYCH 206 | Cheng, Yongtao |

MATH 129-025 | Tu, Th | 2:00pm-3:15pm | PSYCH 205 | Kha, Minh |

MATH 129-026 | Tu, Th | 12:30pm-1:45pm | M LNG 304 | Dai, Yan |

Organizing data: displaying distributions, measures of center, measures of spread, scatterplots, correlation, regression, and their interpretation. Design of experiments: simple random samples and their sampling distribution, models from probability, normal distributions, and normal approximations. Statistical inference: confidence intervals and hypothesis testing, t procedures and chi-square tests. Not intended for those who plan further studies in statistics. Except as per University policy on repeating a course, credit will not be given for this course if the student has credit in a higher level math course. Such students may be dropped from the course. Examinations are proctored.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 163-001 | Tu, Th | 8:00am-9:15am | CHVEZ 103 | Deboer, Wieke Digna |

MATH 163-002 | Tu, Th | 9:30am-10:45am | HARV 319 | Deboer, Wieke Digna |

MATH 163-003 | Tu, Th | 3:30pm-4:45pm | CHVEZ 103 | Chung, Kyung Mi |

MATH 163-004 | Tu, Th | 3:30pm-4:45pm | BIO W 237 | Crum, Justin |

MATH 163-005 | Tu, Th | 12:30pm-1:45pm | COMM 311 | Deboer, Wieke Digna |

This course is designed to introduce the mathematics teaching profession to mathematically talented college students. Students are given opportunities to observe and tutor in middle and high school mathematics classrooms. Additionally, class time will be dedicated to developing tutor techniques, examining learning styles, and exploring various methods of instruction. Readings, reflections, discussions, and group work will facilitate student understanding of the teaching and learning of mathematics. Students with a math placement level of calculus or higher will be given preference in the application process

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196A-001 | We | 4:00pm-4:50pm | S SCI 308 | Hosten, Melissa |

**MATH 196K: Business Calculus Supplemental Instruction Seminar**

This course is designed as a complement to MATH 116. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in MATH 116. Concurrent registration in MATH 116 is required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196K-001 | We | 5:30pm-7:20pm | MTL 123 | Kravitz, Hannah |

MATH 196K-002 | Mo | 5:30pm-7:20pm | MTL 123 | Lugosi, Elizabeth |

**MATH 196L: Precalculus Supplemental Instruction Seminar**

This course is designed as a complement to MATH 120R. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in MATH 120R. Concurrent registration in MATH 120R is required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196L-001 | Mo | 3:30pm-5:20pm | MTL 124 | Craig, Jeffrey |

MATH 196L-002 | Th | 4:00pm-5:50pm | MTL 123 | Andrews, Sarah |

**MATH 196M: Calculus I Supplemental Instruction Seminar**

This course is designed as a complement to MATH 122B. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in MATH 122B.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196M-001 | Th | 4:00pm-5:50pm | MTL 124 | MacLaughlin, Andrew |

**MATH 196N: Calculus II Supplemental Instruction Seminar**

This course is designed as a complement to MATH 129. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in MATH129. Concurrent registration in MATH 129 is required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196N-001 | We | 4:00pm-5:50pm | MTL 124 | Fang, Lanbo |

**MATH 196V: Vector Calculus Supplemental Instruction Seminar**

This course is designed as a complement to Math 223. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in Math 223. Concurrent registration in Math 223 is required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 196V-001 | Mo | 5:30pm-7:20pm | MTL 124 | Hoskins, Philip |

**MATH 202: Introduction to Symbolic Logic**

Truth-functional logic and quantification theory; deductive techniques and translation into symbolic notation.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 202-001 | Tu, Th | 2:00pm-3:15pm |

Vectors, differential and integral calculus of several variables. Examinations are proctored.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 223-001 | Mo, Tu, We, Th | 8:00am-8:50am | PAS 412 | Varghese, Mariamma G |

MATH 223-002 | Mo, Tu, We, Th | 9:00am-9:50am | ||

MATH 223-003 | Mo, Tu, We, Th | 9:00am-9:50am | PAS 412 | Varghese, Mariamma G |

MATH 223-004 | Mo, Tu, We, Th | 10:00am-10:50am | PAS 412 | Jewell, Christopher M. |

MATH 223-005 | Mo, Tu, We, Th | 10:00am-10:50am | HARV 313 | Gilbert, Michael James |

MATH 223-006 | Mo, Tu, We, Th | 11:00am-11:50am | PAS 412 | Sandler, Nataliya G |

MATH 223-007 | Mo, Tu, We, Th | 2:00pm-2:50pm | PAS 412 | Sandler, Nataliya G |

MATH 223-008 | Mo, Tu, We, Th | 2:00pm-2:50pm | HARV 313 | Jewell, Christopher M. |

MATH 223-009 | Mo, Tu, We, Th | 3:00pm-3:50pm | PAS 412 | Wilson, Mitchell James |

MATH 223-010 | Mo, Tu, Th | 4:00pm-5:10pm | PSYCH 307 | Kha, Minh |

MATH 223-011 | Mo, Tu, We, Th | 3:00pm-3:50pm | HARV 313 | Niu, Jingchen |

MATH 223-012 | Mo, Tu, We, Th | 11:00am-11:50am | HARV 313 | Gilbert, Michael James |

**MATH 243: Discrete Mathematics in Computer Science**

Set theory, logic, discrete structures; induction and recursion; graphs and networks; techniques of proof. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 243-001 | Mo, We, Fr | 12:00pm-12:50pm | PSYCH 306 | Ekstrom, Aaron T |

MATH 243-002 | Mo, We, Fr | 1:00pm-1:50pm | HARV 332B | Bailey, Brenae |

MATH 243-003 | Mo, We, Fr | 9:00am-9:50am | CHVEZ 103 | Bailey, Brenae |

MATH 243-004 | Mo, We | 4:00pm-5:15pm |

**MATH 254: Introduction to Ordinary Differential Equations**

Solution methods for ordinary differential equations, qualitative techniques; includes matrix methods approach to systems of linear equations and series solutions. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 254-001 | Tu, Th | 2:00pm-3:15pm | PAS 201 | Newell, Alan C |

MATH 254-001A | We | 12:00pm-12:50pm | HARV 319 | Swierczek, Stan |

MATH 254-001B | We | 8:00am-8:50am | CHVEZ 308 | Wang, Jun |

MATH 254-001C | We | 3:00pm-3:50pm | HARV 319 | Hui, Guangyu |

MATH 254-001D | We | 11:00am-11:50am | PSYCH 207 | Hui, Guangyu |

MATH 254-001E | We | 10:00am-10:50am | CE 201 | Wang, Jun |

MATH 254-001F | We | 4:00pm-4:50pm | BIO W 210 | Hui, Guangyu |

MATH 254-001G | We | 9:00am-9:50am | PSYCH 305 | Wang, Jun |

MATH 254-001H | We | 2:00pm-2:50pm | PSYCH 206 | Swierczek, Stan |

MATH 254-001I | We | 10:00am-10:50am | PAS 312 | Xiao, Zhuocheng |

MATH 254-001J | We | 1:00pm-1:50pm | HARV 411 | Swierczek, Stan |

MATH 254-001K | We | 9:00am-9:50am | PSYCH 307 | Xiao, Zhuocheng |

MATH 254-002H | Tu, Th | 9:30am-10:45am | ENGR 308 | Romanowska, Ewa |

MATH 254-003H | Tu, Th | 12:30pm-1:45pm | PSYCH 307 | Romanowska, Ewa |

Organizing data; distributions, measures of center and spread, scatterplots, nonlinear models and transformations, correlation, regression. Design of experiments: models from probability, discrete and continuous random variables, normal distributions, sampling distributions, the central limit theorem. Statistical inference; confidence intervals and test of significance, t procedures, inference for count data, two-way tables and chi-square procedures, inference for regression, analysis of variance. Examinations are proctored.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 263-001 | Mo, We, Fr | 9:00am-9:50am | EDUC 333 | Stepien, Tracy |

MATH 263-002 | Mo, We, Fr | 9:00am-9:50am | CHVEZ 308 | Ratnayaka, Kerima |

MATH 263-003 | Mo, We, Fr | 10:00am-10:50am | CHVEZ 303 | Ratnayaka, Kerima |

MATH 263-004 | Mo, We, Fr | 3:00pm-3:50pm | BIO W 210 | Oliver, Rachel |

MATH 263-005 | Tu, Th | 9:30am-10:45am | CHVEZ 109 | McDonald, DeAnna |

MATH 263-006 | Tu, Th | 11:00am-12:15pm | ENGR 308 | McDonald, DeAnna |

MATH 263-007 | Tu, Th | 12:30pm-1:45pm | CHVEZ 109 | Rockoff, David |

MATH 263-008 | Tu, Th | 8:00am-9:15am | EDUC 333 | Rockoff, David |

MATH 263-009 | Mo, We, Fr | 9:00am-9:50am | CHVEZ 109 | Lippitt, Will |

MATH 263-010 | Mo, We, Fr | 1:00pm-1:50pm | ENGR 308 | Ratnayaka, Kerima |

MATH 263-011 | Tu, Th | 9:30am-10:45am | ILC 120 | Rubio, Antonio |

MATH 263-011B | Fr | 8:00am-8:50am | CE 201 | Kim, Amy |

MATH 263-011C | Fr | 9:00am-9:50am | CE 201 | Kim, Amy |

MATH 263-011D | Fr | 10:00am-10:50am | CE 201 | Kim, Amy |

MATH 263-011E | Fr | 12:00pm-12:50pm | GITT 207 | Zhang, Renee |

MATH 263-011F | Fr | 1:00pm-1:50pm | GITT 207 | Zhang, Renee |

MATH 263-011G | Fr | 2:00pm-2:50pm | GITT 207 | Zhang, Renee |

MATH 263-011H | Fr | 3:00pm-3:50pm |

**MATH 294A: Problem-Solving Laboratory**

With the annual Putnam mathematical competition as motivation, students engage weekly with challenging mathematics problems that require creativity, innovative thinking, and new insights to solve. This problem-solving lab thereby aims to help students synthesize and apply the theory, concepts, and techniques gained throughout their mathematics education in novel ways that lie outside the usual curricula of the major.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 294A-001 | We | 4:00pm-4:50pm | ENR2 S395 | Cais, Bryden |

**MATH 302A: Understanding Elementary Mathematics (A)**

Development of a basis for understanding the common processes in elementary mathematics related to whole numbers, fractions, integers, and probability. This course is for elementary education majors only. Examinations are proctored.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 302A-001 | Mo, We, Fr | 8:00am-8:50am | MTL 120 | Guzman, Lynette |

MATH 302A-002 | Mo, We, Fr | 11:00am-11:50am | MTL 120 | Liston, Janet M |

MATH 302A-003 | Tu, Th | 12:30pm-1:45pm | MTL 120 | Anhalt, Cynthia O |

MATH 302A-004 | We | 4:00pm-6:30pm | MTL 120 | Guzman, Lynette |

**MATH 302B: Understanding Elementary Mathematics (B)**

Development of a basis for understanding the common processes in elementary mathematics related to estimation, graphing of functions, measurement, geometry, and data analysis. This course is for elementary education majors only. Examinations are proctored.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 302B-001 | Mo, We, Fr | 9:00am-9:50am | MTL 120 | Neihaus, Aubrey |

MATH 302B-002 | Mo, We, Fr | 10:00am-10:50am | ||

MATH 302B-003 | Tu, Th | 11:00am-12:15pm | MTL 120 | Liston, Janet M |

MATH 302B-004 | Tu, Th | 9:30am-10:45am | MTL 120 | Liston, Janet M |

**MATH 310: Applied Linear Algebra**

Applications and methods of linear algebra emphasizing matrices and systems of equations, determinants, eigenvectors and eigenvalues. This course is an excellent introduction to linear algebra for students who are interested in a math minor. It does not satisfy requirements for the math major. Students who might be interested in the math major should consider taking Math 313.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 310-001 | Mo, We, Fr | 9:00am-9:50am | GITT 201 | Uribe, Guillermo |

**MATH 313: Inroduction to Linear Algebra**

An algorithmic approach to solving systems of linear equations transitions into the study of vectors, vector spaces and dimension. Matrices are used to represent linear transformations and this leads to eigenvectors and eigenvalues. The precise use of definitions plays an important role. Examinations are proctored. This course is required in the math major and prepares students to take Math 323. It is a prerequisite to the majority of the higher level courses in mathematics.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 313-001 | Tu, Th | 8:00am-9:15am | BIO W 210 | Do, Ngoc |

MATH 313-002 | Mo, We, Fr | 10:00am-10:50am | EDUC 333 | Rosu, Eugenia |

MATH 313-003 | Mo, We, Fr | 10:00am-10:50am | CHVEZ 308 | Piyaratne, Dulip |

MATH 313-004 | Tu, Th | 12:30pm-1:45pm | BIO W 210 | Lozano, Guadalupe I |

MATH 313-005 | Mo, We, Fr | 1:00pm-1:50pm | EDUC 333 | Rosu, Eugenia |

MATH 313-006 | Mo, We, Fr | 12:00pm-12:50pm | ENGR 311 | Wu, Liang |

MATH 313-007 | Mo, We, Fr | 12:00pm-12:50pm | ENGR 307 | Rossi, Daniel John |

MATH 313-008 | Mo, We, Fr | 11:00am-11:50am | M LNG 411 | Venkataramani, Shankar C |

**MATH 315: Introduction to Number Theory and Modern Algebra**

Divisibility properties of integers, primes, congruencies, quadratic residues, number-theoretic functions.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 315-001 | Tu, Th | 9:30am-10:45am | ENGR 304 | Adiredja, Aditya |

**MATH 322: Mathematical Analysis for Engineers**

Complex functions and integration, line and surface integrals, Fourier series, partial differential equations.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 322-001 | Mo, We, Fr | 9:00am-9:50am | BIO W 210 | Wang, Qiu-dong |

MATH 322-002 | Mo, We, Fr | 10:00am-10:50am | CHVEZ 109 | Peng, Guanying |

MATH 322-003 | Mo, We, Fr | 1:00pm-1:50pm | CHVEZ 308 | Peng, Guanying |

**MATH 323: Formal Mathematical Reasoning and Writing**

Elementary real analysis as an introduction to abstract mathematics and the use of mathematical language. Elementary logic and quantifiers; manipulations with sets, relations and functions, including images and pre-images; properties of the real numbers; supreme and infimum; other topics selected from cardinality, the topology of the real line, sequence and limits of sequences and functions; the emphasis throughout is on proving theorems.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 323-001 | Mo, We, Fr | 10:00am-10:50am | PSYCH 206 | Laetsch, Theodore W |

MATH 323-002 | Mo, We, Fr | 10:00am-10:50am | ||

MATH 323-003 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 207 | Laetsch, Theodore W |

MATH 323-004 | Mo, We, Fr | 9:00am-9:50am | PSYCH 205 | Madden, Daniel |

**MATH 355: Analysis of Ordinary Differential Equations**

Linear and nonlinear equations; basic solution techniques; qualitative and numerical methods; systems of equations; computer studies; applications drawn from physical, biological and social sciences.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 355-001 | Tu, Th | 9:30am-10:45am | PSYCH 207 | Cushing, Jim M |

MATH 355-002 | Tu, Th | 11:00am-12:15pm | M LNG 314 | Jenkins, Robert |

MATH 355-003 | Tu, Th | 8:00am-9:15am | EDUC 320 | Cushing, Jim M |

**MATH 361: Elements of Statistics using Calculus**

Focusing on statistical inference, the course has two goals in addition to teaching the statistical techniques. One is theoretical: To explore the links between probability, statistics and calculus, showing students the mathematical underpinnings. The second is applied: Provides experience with real data sets, many bearing on education. Students who complete this course will be prepared to teach high school level statistics courses.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 361-001 | Mo, We, Fr | 1:00pm-1:50pm | PSYCH 204 | Ekstrom, Aaron T |

**MATH 363: Introduction to Statistical Methods**

In Introduction to Statistical Methods, we shall be using your background in biology and your previous knowledge of calculus and differential equations to consider the issues of collection, model derivation and analysis, interpretation, explanation, and presentation of data. Even though our examples derive mainly from the life sciences, statistics is applicable to a wide variety of academic disciplines, from the natural and social sciences to the humanities.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 363-001 | Tu, Th | 9:30am-10:45am | CHVEZ 105 | Watkins, Joseph C |

**MATH 367: Statistical Methods in Sports Analytics**

This course will introduce statistical methods and training in statistical consulting aimed to analyze sports by using observational data on players and teams. With an emphasis on statistical inference and modeling, the students will learn how to analyze a sports related problem, utilize statistical tools to find a solution and interpret those results to sports professionals. The course will also offer the opportunity to focus on a semester long sports analytics project in partnership with a University of Arizona athletics team.

### View Section Information

Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 367-001 | Mo, We | 9:30am-10:45am |

**MATH 391: Preceptorship**

Specialized work on an individual basis, consisting of instruction and practice in actual service to a department, program, or discipline.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 391-002 | Fr | 11:00am-11:50am | ||

MATH 391-003 | Fr | 12:00pm-12:50pm |

**MATH 396L: Wildcat Proofs Workshop**

This course is designed as a complement to Math 323. Students enrolled in the course will participate in a weekly problem session pertaining to material covered in Math 323. The primary purpose of this course is to give students many opportunities to share their mathematical conjectures and their justifications to classmates. During class meetings students will debate the validity of mathematical statements and formal proofs. Concurrent registration in Math 323 is required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 396L-001 | Mo | 3:00pm-4:50pm | S SCI 206 | Pounder, Kyle Jeffery |

**MATH 396T: Topics in Undergraduate Mathematics**

Selected topics from modern mathematics. Content varies. The primary purpose of the course is to provide students the opportunity to gain knowledge, experience, and exposure to topics in modern mathematics beyond what is presented in the core subjects required for the math major.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 396T-001 | Fr | 1:00pm-2:30pm | ||

MATH 396T-002 | Fr | 1:00pm-2:30pm |

**MATH 401B: Symbolic Logic**

Advanced propositional logic and quantification theory; metatheorems on consistency, independence, and completeness; set theory, number theory, and modal theory; recursive function theory and Goedel's incompleteness theorem.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 401B-001 | Mo, We, Fr | 9:00am-9:50am |

**MATH 406A: Curriculum & Assessment in Secondary School Mathematics**

Examination of secondary school mathematics curricula with emphasis on the development of math topics; study of assessment with emphasis on its alignment with instruction; and practicum experiences with emphasis on curriculum analysis and implementation of assessment measures.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 406A-001 | Tu, Th | 2:00pm-3:15pm | MTL 120 | Mcgraw, Rebecca |

**MATH 413: Linear Algebra**

Vector spaces, linear transformations and matrices, determinants, eigenvalues and diagonalization, bilinear forms, orthogonal and unitary transformations, Jordan canonical form.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 413-001 | Mo, We, Fr | 1:00pm-1:50pm | CHVEZ 105 | Young, Amanda |

MATH 413-002 | Mo, We, Fr | 10:00am-10:50am | PAS 418 | Friedlander, Leonid |

**MATH 415B: Second Course in Abstract Algebra**

A continuation of MATH 415A/515A. Topics may include finite groups, matrix groups, Galois theory, linear and multilinear algebra, finite fields and coding theory.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 415B-001 | Mo, We, Fr | 11:00am-11:50am | CHVEZ 308 | Lux, Klaus M |

**MATH 422: Advanced Applied Mathematics**

Applications of vector calculus, complex variables, and Sturm Liouville theory. Fourier series, Fourier and Laplace transforms, and separation of variables in classical partial differential equations. This course takes a more mathematical approach than Math 322.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 422-001 | Tu, Th | 12:30pm-1:45pm | M LNG 310 | Moloney, Jerome V |

MATH 422-002 | Tu, Th | 2:00pm-3:15pm | BIO W 237 | Glasner, Karl B |

**MATH 424: Theory of Complex Variables**

Complex numbers, analytic functions, harmonic functions, elementary functions, complex integration, Cauchy's integral theorem, series representations for analytic functions,residue theory, conformal mapping, applications.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 424-001 | Tu, Th | 2:00pm-3:15pm | CHVEZ 308 | Wheeler, Matthew |

**MATH 425B: Real Analysis of Several Variables**

Continuity and differentiation in higher dimensions, curves and surfaces; change of coordinates; theorems of Green, Gauss and Stokes; inverse and implicit function theorems.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 425B-001 | Mo, We, Fr | 10:00am-10:50am | CHVEZ 103 | Mrad, Lidia |

**MATH 432: Topological Spaces**

Set theory (countability/uncountability), topological spaces and continuous maps, metric spaces, connectedness and compactness, separability axioms and Hausdorff spaces, Tychonoff product theorem, introductory topics from algebraic topology (homotopy, fundamental group) or category theory.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 432-001 | Mo, We, Fr | 9:00am-9:50am | SHNTZ 242E | Booher, Jeremy |

**MATH 445: Introduction to Cryptography**

[Taught Spring semester in even-numbered years]. Introduction to cryptosystems and cryptanalysis. Basic number theory and finite fields. Basic complexity theory and probability. RSA and Diffie-Hellman protocols, factorization and discrete log attacks. Advanced encryption standard. Additional topics as times allows.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 445-001 | Mo, We, Fr | 3:00pm-3:50pm | BIO W 219 | Gunton, Cody Lee |

**MATH 454: Ordinary Differential Equations and Stability Theory**

General theory of initial value problems, linear systems and phase portraits, linearization of nonlinear systems, stability and bifurcation theory, an introduction to chaotic dynamics.

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Section | Days | Time | Location | Instructor |
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MATH 454-001 | Mo, We, Fr | 2:00pm-2:50pm | BIO W 210 | Jaramillo, Gabriela |

**MATH 456: Applied Partial Differential Equations**

Properties of partial differential equations and techniques for their solution: Fourier methods, Green's functions, numerical methods.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 456-001 | Mo, We, Fr | 11:00am-11:50am | CHVEZ 109 | Zakharov, Vladimir E |

MATH 456-002 | Mo, We, Fr | 1:00pm-1:50pm | M LNG 312 | Zakharov, Vladimir E |

**MATH 462: Financial Math**

Analysis of cash flows from an actuarial viewpoint. Interest theory, annuities, bonds, loans, and related fixed income portfolios, rate of return, yield, duration, immunization, and related concepts.

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Section | Days | Time | Location | Instructor |
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MATH 462-001 | Mo, We, Fr | 8:00am-8:50am | CHVEZ 307 | Bayly, Bruce J |

**MATH 464: Theory of Probability**

Probability spaces, random variables, weak law of large numbers, central limit theorem, various discrete and continuous probability distributions.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 464-001 | Tu, Th | 9:30am-10:45am | PSYCH 206 | Xue, Jianfei |

MATH 464-002 | Tu, Th | 2:00pm-3:15pm | S SCI 312 | Pickrell, Douglas M |

**MATH 466: Theory of Statistics**

Sampling theory. Point estimation. Limiting distributions. Testing Hypotheses. Confidence intervals. Large sample methods.

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Section | Days | Time | Location | Instructor |
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MATH 466-001 | Tu, Th | 9:30am-10:45am | PSYCH 205 | Niu, Yue |

MATH 466-002 | Tu, Th | 2:00pm-3:15pm | PSYCH 204 | Kennedy, Thomas G |

**MATH 468: Applied Stochastic Processes**

Applications of Gaussian and Markov processes and renewal theory; Wiener and Poisson processes, queues.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 468-001 | Tu, Th | 2:00pm-3:15pm | BIO W 210 | Stepanov, Mikhail |

**MATH 475B: Mathematical Principles of Numerical Analysis**

Numerical integration, solution of systems of ordinary differential equations, initial value and boundary value problems.

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Section | Days | Time | Location | Instructor |
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MATH 475B-001 | Tu, Th | 9:30am-10:45am | PAS 418 | Fatkullin, Ibrahim |

**MATH 485: Mathematical Modeling**

Development, analysis, and evaluation of mathematical models for physical, biological, social, and technical problems; both analytical and numerical solution techniques are required.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 485-001 | Tu, Th | 11:00am-12:15pm | CHVEZ 308 | Gabitov, Ildar R |

MATH 485-002 | Tu, Th | 2:00pm-3:15pm | ILC 125 | Lega, Joceline C |

**MATH 488: Topics in Mathematical Physics**

Advanced topics in field theories, mathematical theory of quantum mechanics, mathematical theory of statistical mechanics; content varies

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 488-002 | Mo, We, Fr | 1:00pm-1:50pm |

**MATH 496T: Advanced Topics in Undergraduate Mathematics**

Advanced topics from modern mathematics. Content varies. The primary purpose of the course is to provide students the opportunity to gain knowledge, experience, and exposure to advanced topics in modern mathematics beyond what is presented in the core subjects for the math major.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 496T-001 | Mo, We, Fr | 1:00pm-1:50pm | CHVEZ 307 | Aubrey, Jason |

MATH 496T-002 | Mo, We, Fr | 12:00pm-12:50pm |

**MATH 501B: Symbolic Logic**

Advanced propositional logic and quantification theory; metatheorems on consistency, independence, and completeness; set theory, number theory, and modal theory; recursive function theory and Goedel's incompleteness theorem. Graduate-level requirements include an in-depth research project on a central theme or topic of the course. Courses for which students receive the grade of P (Pass) do not satisfy requirements for the M.A. or Ph.D. or minor in philosophy.

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Section | Days | Time | Location | Instructor |
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MATH 501B-001 | Mo, We, Fr | 9:00am-9:50am |

**MATH 511B: Algebra**

Structure of groups, rings, modules, algebras; Galois theory.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 511B-001 | Tu, Th | 12:30pm-1:45pm | MATH 501 | Hall, Jack |

**MATH 513: Linear Algebra**

Vector spaces, linear transformations and matrices, determinants, eigenvalues and diagonalization, bilinear forms, orthogonal and unitary transformations, Jordan canonical form. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
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MATH 513-001 | Mo, We, Fr | 1:00pm-1:50pm | CHVEZ 105 | Young, Amanda |

**MATH 514B: Algebraic Number Theory**

[Taught Spring semester in even numbered years] Dedekind domains, complete fields, class groups and class numbers, Dirichlet unit theorem, algebraic function fields.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 514B-001 | Tu, Th | 11:00am-12:15pm | MATH 514 | Xue, Hang |

**MATH 515B: Second Course in Abstract Algebra**

A continuation of MATH 415A/515A. Topics may include finite groups, matrix groups, Galois theory, linear and multilinear algebra, finite fields and coding theory. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 515B-001 | Mo, We, Fr | 11:00am-11:50am | CHVEZ 308 | Lux, Klaus M |

**MATH 516: Commutative Algebra**

[Taught Spring semester in even-numbered years.] Commutative algebra is the foundation stone of modern algebraic geometry and this course should be viewed as a preparatory course for the Algebraic Geometry course (Math 536A/B) which is offered in the fall of every even numbered year. The course is designed with this purpose in mind. We will begin with the notion of localization of rings, notions of free, projective, injective modules, flat modules and move on to discuss prime and primary ideals and the primary decomposition theorem. After this we will introduce depth and dimension and prove the dimension theorem and introduce and study properties of local rings in some detail. The course will lead up to the characterization of regular local rings. This theorem, roughly speaking, lays the groundwork for the algebra-geometric analogue of the notion of smoothness. If time permits we will study the notion of Cohen-Macaulay and Gorenstein rings and some of their characterizations.

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Section | Days | Time | Location | Instructor |
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MATH 516-001 | Tu, Th | 12:30pm-1:45pm | MATH 514 | Hu, Yi |

**MATH 522: Advanced Applied Mathematics**

Applications of vector calculus, complex variables, and Sturm Liouville theory. Fourier series, Fourier and Laplace transforms, and separation of variables in classical partial differential equations. This course takes a more mathematical approach than Math 322. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 522-001 | Tu, Th | 12:30pm-1:45pm | M LNG 310 | Moloney, Jerome V |

**MATH 523B: Real Analysis**

Lebesgue measure and integration, differentiation, Radon-Nikodym theorem, Lp spaces, applications.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 523B-001 | Mo, We, Fr | 10:00am-10:50am | MATH 501 | Sims, Robert |

**MATH 524: Theory of Complex Variables**

Complex numbers, analytic functions, harmonic functions, elementary functions, complex integration, Cauchy's integral theorem, series representations for analytic functions,residue theory, conformal mapping, applications. Graduate-level requirements include more extensive problem sets or advanced project.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 524-001 | Tu, Th | 2:00pm-3:15pm | CHVEZ 308 | Wheeler, Matthew |

**MATH 525B: Real Analysis of Several Variables**

Continuity and differentiation in higher dimensions, curves and surfaces; change of coordinates; theorems of Green, Gauss and Stokes; inverse and implicit function theorems. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 525B-001 | Mo, We, Fr | 10:00am-10:50am | CHVEZ 103 | Mrad, Lidia |

**MATH 527B: Principles of Analysis**

Metric spaces, basic properties of normed linear spaces, distributions, the Lebesque intergral and Lebesque spaces, convergence theorems; applications chosen by the instructor.

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Section | Days | Time | Location | Instructor |
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MATH 527B-001 | Mo, We, Fr | 11:00am-11:50am | MATH 501 | Choi, Sunhi |

**MATH 528B: Banach and Hilbert Spaces**

[Taught Spring semester in even-numbered years.] Introduction to the theory of normed spaces, Banach spaces and Hilbert spaces, operators on Banach spaces, spectral theory of operators on Hilbert spaces, applications.

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Section | Days | Time | Location | Instructor |
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MATH 528B-001 | Mo, We, Fr | 1:00pm-1:50pm | MATH 514 | Rychlik, Marek R |

**MATH 529: Topics in Modern Analysis**

Advanced topics in measure and integration, complex analysis in one and several complex variables, probability, functional analysis, operator theory; content varies.

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Section | Days | Time | Location | Instructor |
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MATH 529-001 | Mo, We | 9:30am-10:45am | ENR2 S395 | Morzfeld, Matthias |

**MATH 532: Topological Spaces**

Set theory (countability/uncountability), topological spaces and continuous maps, metric spaces, connectedness and compactness, separability axioms and Hausdorff spaces, Tychonoff product theorem, introductory topics from algebraic topology (homotopy, fundamental group) or category theory. Graduate-level requirements include additional assignments and/or projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 532-001 | Mo, We, Fr | 9:00am-9:50am | SHNTZ 242E | Booher, Jeremy |

**MATH 534B: Topology-Geometry**

Point set topology, the fundamental group, calculus on manifolds. Homology, de Rham cohomology, other topics. Examples will be emphasized.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 534B-001 | Tu, Th | 9:30am-10:45am | MATH 501 | Glickenstein, David |

**MATH 537B: Global Differential Geometry**

[Taught Spring semester in even-numbered years] Surfaces in R3, structure equations, curvature. Gauss-Bonnet theorem, parallel transport, geodesics, calculus of variations, Jacobi fields and conjugate points, topology and curvature; Riemannian geometry, connections, curvature tensor, Riemannian submanifolds and submersions, symmetric spaces, vector bundles. Morse theory, symplectic geometry.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 537B-001 | Mo, We, Fr | 9:00am-9:50am | MATH 501 | Cherkis, Sergey |

**MATH 538: Topics in Geometry and Topology**

Advanced topics in point set and algebraic topology, algebraic geometry, differential geometry; content varies.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 538-001 | Mo, We | 12:15pm-1:30pm |

**MATH 553B: Partial Differential Equations**

[Taught Spring semester in even-numbered years] Theory and examples of linear equations; characteristics, well-posed problems, regularity, variational properties, asymptotics. Topics in nonlinear equations, such as shock waves, diffusion waves, and estimates in Sobolev spaces.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 553B-001 | Tu, Th | 2:00pm-3:15pm | MTL 124 | Wehr, Jan |

**MATH 556: Applied Partial Differential Equations**

Properties of partial differential equations and techniques for their solution: Fourier methods, Green's functions, numerical methods. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 556-001 | Mo, We, Fr | 11:00am-11:50am | CHVEZ 109 | Zakharov, Vladimir E |

MATH 556-002 | Mo, We, Fr | 1:00pm-1:50pm | M LNG 312 | Zakharov, Vladimir E |

**MATH 557B: Dynamical Systems and Chaos**

[Taught Spring semester in even-numbered years.] Qualitative theory of dynamical systems, phase space analysis, bifurcation, period doubling, universal scaling, onset of chaos. Applications drawn from atmospheric physics, biology, ecology, fluid mechanics and optics.

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Section | Days | Time | Location | Instructor |
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MATH 557B-001 | Mo, Fr | 1:00pm-2:15pm | MATH 501 | Lin, Kevin |

**MATH 565C: Stochastic Differential Equations**

[Taught Spring semester in even-numbered years] Brownian motion, stochastic integrals, Ito formula, stochastic differential equations, diffusions, applications including: Partial differential equations, filtering, stochastic control

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 565C-001 | Tu, Th | 9:30am-10:45am | MTL 124 | Sethuraman, Sunder |

**MATH 566: Theory of Statistics**

Sampling theory. Point estimation. Limiting distributions. Testing Hypotheses. Confidence intervals. Large sample methods.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 566-001 | Tu, Th | 9:30am-10:45am | BIO W 210 | Zhang, Hao Helen |

**MATH 567A: Theoretical Statistics I**

[Taught Spring semester in even-numbered years] Basic decision theory. Bayes' rules for estimation. Admissibility and completeness. The minimax theorem. Sufficiency. Exponential families of distributions. Complete sufficient statistics. Invariant decision problems. Location and scale parameters. Theory of nonparametric statistics. Hypothesis testing. Neyman-Pearson lemma. UMP and UMPU tests. Two-sided tests. Two-sample tests. Confidence sets. Multiple decision problems.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 567A-001 | Tu, Th | 12:30pm-1:45pm | MTL 124 | Hao, Ning |

**MATH 568: Applied Stochastic Processes**

Applications of Gaussian and Markov processes and renewal theory; Wiener and Poisson processes, queues. Graduate-level requirements include more extensive problem sets or advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 568-001 | Tu, Th | 2:00pm-3:15pm | BIO W 210 | Stepanov, Mikhail |

**MATH 571B: Design of Experiments**

Principles of designing experiments. Randomization, block designs, factorial experiments, response surface designs, repeated measures, analysis of contrasts, multiple comparisons, analysis of variance and covariance, variance components analysis.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 571B-001 | Mo, We | 9:00am-10:15am | SHNTZ 440 | An, Lingling |

**MATH 575B: Numerical Analysis**

Error analysis, solution of linear systems and nonlinear equations, eigenvalue interpolation and approximation, numerical integration, initial and boundary value problems for ordinary differential equations, optimization.

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Section | Days | Time | Location | Instructor |
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MATH 575B-001 | Tu, Th | 11:00am-12:15pm | MATH 501 | Kunyansky, Leonid |

**MATH 577: Topics in Applied Mathematics**

Advanced topics in asymptotics, numerical analysis, approximation theory, mathematical theory of mechanics, dynamical systems, differential equations and inequalities, mathematical theory of statistics; content varies.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 577-001 | Mo | 2:00pm-4:30pm | MATH 514 | Zhang, Calvin |

**MATH 583B: Principles and Methods of Applied Mathematics**

Boundary value problems; Green's functions, distributions, Fourier transforms, the classical partial differential equations (Laplace, heat, wave) of mathematical physics. Linear operators, spectral theory, integral equations, Fredholm theory.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 583B-001 | Tu, Th | 2:00pm-3:15pm | MATH 501 | Zhang, Calvin |

**MATH 585: Mathematical Modeling**

Development, analysis, and evaluation of mathematical models for physical, biological, social, and technical problems; both analytical and numerical solution techniques are required. Graduate-level requirements include more advanced projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 585-001 | Tu, Th | 11:00am-12:15pm | CHVEZ 308 | Gabitov, Ildar R |

**MATH 586: Case Studies in Applied Mathematics**

In-depth treatment of several contemporary problems or problem areas from a variety of fields, but all involving mathematical modeling and analysis; content varies.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 586-001 | We | 4:00pm-5:15pm | MATH 501 | Wehr, Jan |

**MATH 587: Perturbation Methods in Applied Mathematics**

[Taught Spring semester in odd-numbered years]. Regular and singular perturbations, boundary layer theory, multiscale and averaging methods for nonlinear waves and oscillators.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 587-001 | Tu, Th | 5:00pm-6:15pm | BIO W 212 | Glasner, Karl B |

**MATH 588: Topics in Mathematical Physics**

Advanced topics in field theories, mathematical theory of quantum mechanics, mathematical theory of statistical mechanics; content varies. Graduate-level requirements include additional assignments and/or projects.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 588-001 | Tu, Th | 11:00am-12:15pm | ||

MATH 588-002 | Mo, We, Fr | 1:00pm-1:50pm |

**MATH 595A: Math Instruction**

The exchange of scholarly information and/or secondary research, usually in a small group setting. Instruction often includes lectures by several different persons. Research projects may or may not be required of course registrants.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 595A-001 | Tu | 4:00pm-5:15pm |

**MATH 596A: Topics in Mathematics**

The development and exchange of scholarly information, usually in a small group setting. The scope of work shall consist of research by course registrants, with the exchange of the results of such research through discussion, reports, and/or papers.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 596A-001 | Tu | 4:00pm-5:00pm | M LNG 301 | Watkins, Joseph C |

**MATH 596G: Research Tutorial Group**

Introduction to research interests of the faculty. Required in Spring of first year in Ph.D. program in Mathematics and in the following Fall. Content varies.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 596G-002 | We | 4:00pm-4:50pm |

**MATH 636: Information Theory**

[Taught alternate years 2000-2001] Definition of a measure of information and study of its properties; introduction to channel capacity and error-free communications over noisy channels; rate distortion theory; error detecting and correcting codes.

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Section | Days | Time | Location | Instructor |
---|---|---|---|---|

MATH 636-001 | Tu, Th | 11:00am-12:15pm |