All Current Term Math Courses


Spring 2019

This data is offered for your convenience only. The schedule data is updated regularly and may not reflect recent changes to the Schedule of Classes. For full, up-to-date course information please contact the Registrar's office

Click on course title for full details

MATH 101 - Intermediate Algebra Part I

This course includes equations and inequalities, applications and problem solving with linear equations, linear functions and the graph of a line, percent, perimeters, areas of simple geometric shapes. Prerequisite: 100 or ISM 100. Corequisite: 102.

SectionTime/LocationInstructorCreditsSeats OpenNotes
002M W
0930-1045
Electrical & Comp Engineering L185
Galina Watts159
006T R
0800-0915
Electrical & Comp Engineering L185
Daishu Komagata172
007T R
0930-1045
Electrical & Comp Engineering L185
Marina Popova180
008T R
1100-1215
Electrical & Comp Engineering L185
Donald Adamson170
030M W
1230-1345
Electrical & Comp Engineering L185
Kathleen Sorensen199
003M W
1100-1215
Electrical & Comp Engineering L185
Galina Watts151
031T R
1230-1345
Electrical & Comp Engineering L185
Marina Popova198
004M W
1400-1515
Electrical & Comp Engineering L185
Daishu Komagata171
032T R
1400-1515
Electrical & Comp Engineering L185
Donald Adamson199
009M W
1530-1645
Electrical & Comp Engineering L185
Kathleen Sorensen190

MATH 102 - Intermediate Algebra Part II

This course includes quadratic equations, properties of exponents and scientific notation, simplifying polynomial expressions, factoring and introduction to functions. Prerequisite: 101.

SectionTime/LocationInstructorCreditsSeats OpenNotes
004M W
1400-1515
Electrical & Comp Engineering L185
Daishu Komagata163
002M W
0930-1045
Electrical & Comp Engineering L185
Galina Watts163
006T R
0800-0915
Electrical & Comp Engineering L185
Daishu Komagata177
007T R
0930-1045
Electrical & Comp Engineering L185
Marina Popova179
008T R
1100-1215
Electrical & Comp Engineering L185
Donald Adamson171
003M W
1100-1215
Electrical & Comp Engineering L185
Galina Watts158
030M W
1230-1345
Electrical & Comp Engineering L185
Kathleen Sorensen195
009M W
1530-1645
Electrical & Comp Engineering L185
Kathleen Sorensen187
031T R
1230-1345
Electrical & Comp Engineering L185
Marina Popova183
032T R
1400-1515
Electrical & Comp Engineering L185
Donald Adamson183

MATH 103 - Intermediate Algebra Part III

This course includes radical expressions and equations, rational expressions and equations, the exponential and logarithm functions. Pre- or corequisite: 102.

SectionTime/LocationInstructorCreditsSeats OpenNotes
004M W
1400-1515
Electrical & Comp Engineering L185
Daishu Komagata10
031T R
1230-1345
Electrical & Comp Engineering L185
Marina Popova10
002M W
0930-1045
Electrical & Comp Engineering L185
Galina Watts10
006T R
0800-0915
Electrical & Comp Engineering L185
Daishu Komagata10
007T R
0930-1045
Electrical & Comp Engineering L185
Marina Popova10
008T R
1100-1215
Electrical & Comp Engineering L185
Donald Adamson10
003M W
1100-1215
Electrical & Comp Engineering L185
Galina Watts10
030M W
1230-1345
Electrical & Comp Engineering L185
Kathleen Sorensen10
032T R
1400-1515
Electrical & Comp Engineering L185
Donald Adamson10
009M W
1530-1645
Electrical & Comp Engineering L185
Kathleen Sorensen10

MATH 111 - Math El Sch Tchr I

Course offers an in-depth look at rational numbers, arithmetic operations, and basic geometric concepts. Problem solving is emphasized throughout. Prerequisite: (101 and 102) or 120 or 121 or 123 or 129 or 150 or 162 or 180 or STAT 145 or UNIV 103 or ACT Math =>19 or SAT Math Section =>480 or ACCUPLACER Arithmetic =>120 or ACCUPLACER Elementary Algebra =41-65.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1000-1050
Science Math Learning Center 120
Karen Sorensen-Unruh39
002T R
1100-1215
Science Math Learning Center 120
Ana Lombard30
003T R
1230-1345
Science Math Learning Center 120
James Dudley37

MATH 116 - T: Pre-Calculus Mathematics

Selected topics from algebra, geometry and trigonometry. Restriction: permission of department.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1530-1715
Dane Smith Hall 227
Derek Martinez430

MATH 121 - College Algebra

Preparation for MATH 150 and 180. The study of equations, functions and graphs, especially linear and quadratic functions. Introduction to polynomial, rational, exponential and logarithmic functions. Applications involving simple geometric objects. Emphasizes algebraic problem solving skills. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics (NMCCN 1113). Prerequisite: (101 and 102 and 103) or (118 and 119) or 120 or ACT Math =>22 or SAT Math Section =>540 or or ACCUPLACER Elementary Algebra =104-120 or ACCUPLACER College-Level Math =37-68.

SectionTime/LocationInstructorCreditsSeats OpenNotes
009M W F
1200-1250
Dane Smith Hall 227
Nidal Jadalla32
002M W F
0900-0950
Dane Smith Hall 229
Douglas Schwartz30
003T R
0930-1045
Dane Smith Hall 326
David Schwartz36
004M W F
1000-1050
Dane Smith Hall 228
Douglas Schwartz36
006M W F
1100-1150
Dane Smith Hall 234
David Schwartz35
010T R
1230-1345
Dane Smith Hall 325
Karen Sorensen-Unruh313
011T R
1400-1515
Dane Smith Hall 225
Douglas Schwartz35
030
-
Electrical & Comp Engineering L185
Daishu Komagata321

MATH 123 - Trigonometry

Definition of the trigonometric functions, radian and degree measure, graphs, basic trigonometric identities, inverse trigonometric functions, complex numbers, polar coordinates and graphs, vectors in 2 dimensions. May be taken concurrently with MATH 150. Prerequisite: 121 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER College-Level Math =69-99.

SectionTime/LocationInstructorCreditsSeats OpenNotes
005M W F
1400-1450
Dane Smith Hall 127
Khalid Ifzarene326
001M W F
0900-0950
Dane Smith Hall 226
Khalid Ifzarene316
004T R
1230-1345
Dane Smith Hall 324
Kathleen Sorensen326
006T R
1530-1645
Dane Smith Hall 228
Neil McBeth332

MATH 129 - Survey of Math

An introduction to some of the great ideas of mathematics, including logic, systems of numbers, sequences and series, geometry and probability. Emphasizes general problem-solving skills. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics. Prerequisite: (101 and 102) or (118 and 119) or 120 or 121 or 123 or 150 or 162 or 163 or 180 or 181 or 264 or ACT Math =>22 or SAT Math Section =>540 or ACCUPLACER Elementary Algebra =66-103 or ACCUPLACER College-Level Math =37-68.

SectionTime/LocationInstructorCreditsSeats OpenNotes
002T R
1230-1345
Dane Smith Hall 229
Karen Champine34
003M W F
1200-1250
Dane Smith Hall 225
Angel Poling36
004M W F
1100-1150
Dane Smith Hall 126
Angel Poling39
001M W F
0900-1050
Dane Smith Hall 327
Angel Poling337

MATH 150 - Pre-Calculus Math

In-depth study of polynomial, rational, exponential and logarithmic functions and their graphs. Includes the fundamental theorem of algebra, systems of equations, conic sections, parametric equations and applications in geometry. Exploration of the graphing calculator. May be taken concurrently with 123. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics. Prerequisite: 121 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER College-Level Math =69-99.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
0900-0950
Dane Smith Hall 127
Susan Boucheron318
002T R
0930-1045
Centennial Engineering Center 1030
Daishu Komagata310
006T R
1900-2015
Dane Smith Hall 233
Neil McBeth338
004T R
1400-1515
Dane Smith Hall 329
Neil McBeth35

MATH 153 - Precalculus & Trigonometry

Algebraic expressions, algebraic equations, inequalities, functions, graphing. Exponential, logarithmic, and trigonometric functions. Complex numbers and vectors. Limits. Prerequisite: 121 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER College-Level Math =69-99.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W
0800-0850
Dane Smith Hall 223
T R
0800-0915
Dane Smith Hall 227
Huynh Dinh522
002M W
1100-1150
Dane Smith Hall 333
T R
1100-1215
Dane Smith Hall 333
Precious Andrew52
003M W
1300-1350
Dane Smith Hall 223
T R
1230-1345
Dane Smith Hall 228
Precious Andrew515
004M W
1400-1450
Dane Smith Hall 223
T R
1400-1515
Dane Smith Hall 227
Precious Andrew519
005M W
0900-0950
Science Math Learning Center 356
T R
0930-1045
Dane Smith Hall 126
Huynh Dinh516
007M W
1100-1150
Dane Smith Hall 333
T R
1100-1215
Dane Smith Hall 333
Precious Andrew514

MATH 162 - Calculus I

Limits. Continuity. Derivative: definition, rules, geometric and rate-of-change interpretations, applications to graphing, linearization and optimization. Integral: definition, fundamental theorem of calculus, substitution, applications to areas, volumes, work, average. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics (NMCCN 1614). Prerequisite: ((123 or ACCUPLACER College-Level Math =100-120) and (150 or ACT Math =28-31 or SAT Math Section =660-729)) or (153 or ACT Math =>32 or SAT Math Section =>730).

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
0800-0850
Dane Smith Hall 325
T
0800-0915
Dane Smith Hall 334
Jurg Bolli49
002M W F
0800-0850
Dane Smith Hall 325
R
0800-0915
Dane Smith Hall 334
Jurg Bolli46
003M W F
0900-0950
Dane Smith Hall 329
T
0930-1045
Dane Smith Hall 329
Kevin Burns40
004M W F
0900-0950
Dane Smith Hall 329
R
0930-1045
Dane Smith Hall 329
Kevin Burns42
011M T R
1730-1845
Dane Smith Hall 223
Masumi Sugiyama45
007M W F
1100-1150
Dane Smith Hall 136
T
0800-0915
Dane Smith Hall 136
Karen Champine49
008M W F
1100-1150
Dane Smith Hall 136
R
0800-0915
Dane Smith Hall 136
Karen Champine42
005M W F
1000-1050
Dane Smith Hall 223
T
0930-1045
Dane Smith Hall 223
Derek Martinez40
006M W F
1000-1050
Dane Smith Hall 223
R
0930-1045
Dane Smith Hall 223
Derek Martinez40
014M W F
0900-0950
Dane Smith Hall 329
T
0930-1045
Dane Smith Hall 329
Kevin Burns43
009M W F
1400-1450
Dane Smith Hall 226
T
1400-1515
Dane Smith Hall 226
Patricia Oakley43
010M W F
1400-1450
Dane Smith Hall 226
R
1400-1515
Dane Smith Hall 226
Patricia Oakley40

MATH 163 - Calculus II

Transcendental functions, techniques of integration, numerical integration, improper integrals, sequences and series, Taylor series with applications, complex variables, differential equations. Prerequisite: 162.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
0900-0950
Dane Smith Hall 326
T
0930-1045
Dane Smith Hall 334
Jurg Bolli410
002M W F
0900-0950
Dane Smith Hall 326
R
0930-1045
Dane Smith Hall 334
Jurg Bolli47
005M W F
1200-1250
Dane Smith Hall 136
T
1230-1345
Dane Smith Hall 136
Kevin Burns40
006M W F
1200-1250
Dane Smith Hall 136
R
1230-1345
Dane Smith Hall 136
Kevin Burns40
003M W F
1100-1150
Dane Smith Hall 334
T
1100-1215
Dane Smith Hall 231
Derek Martinez40
004M W F
1100-1150
Dane Smith Hall 334
R
1100-1215
Dane Smith Hall 231
Derek Martinez40
007M W F
1300-1350
Dane Smith Hall 136
T
1400-1515
Dane Smith Hall 136
Karen Champine410
008M W F
1300-1350
Dane Smith Hall 136
R
1400-1515
Dane Smith Hall 136
Karen Champine46
009M W F
1400-1450
Dane Smith Hall 326
T
1530-1645
Dane Smith Hall 326
Timothy Berkopec43
010M W F
1400-1450
Dane Smith Hall 326
R
1530-1645
Dane Smith Hall 326
Timothy Berkopec43
015M W F
1200-1250
Dane Smith Hall 136
T
1230-1345
Dane Smith Hall 136
Kevin Burns47

MATH 180 - Elements of Calculus I

Limits of functions and continuity, intuitive concepts and basic properties; derivative as rate of change, basic differentiation techniques; application of differential calculus to graphing and minima-maxima problems; exponential and logarithmic functions with applications. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics (NMCCN 1613). Prerequisite: 121 or 150 or 153 or ACT Math =>26 or SAT Math Section =>620 or ACCUPLACER College-Level Math =69-99.

SectionTime/LocationInstructorCreditsSeats OpenNotes
003T R
1230-1345
Dane Smith Hall 226
Galina Watts313
004M W F
0900-0950
Dane Smith Hall 223
Irina Vasileva326
005T R
0930-1045
Dane Smith Hall 226
Susan Boucheron314
006M W F
1000-1050
Dane Smith Hall 229
Paul Fawcett37
007T R
1530-1645
Dane Smith Hall 129
Galina Watts323
008T R
1230-1345
Dane Smith Hall 233
Irina Vasileva327
011T R
1400-1515
Science Math Learning Center 356
Irina Vasileva331
001M W F
0800-0850
Dane Smith Hall 127
Susan Boucheron328
013T R
1730-1845
Dane Smith Hall 127
Nidal Jadalla30
002T R
0800-0915
Dane Smith Hall 223
Susan Boucheron317
010M W F
1200-1250
Dane Smith Hall 327
Paul Fawcett37

MATH 181 - Elements of Calculus II

Includes the definite integral, multivariate calculus, simple differential equations, basic review of trigonometry and its relation to calculus. Prerequisite: 180.

SectionTime/LocationInstructorCreditsSeats OpenNotes
002M W F
1000-1050
Dane Smith Hall 225
Irina Vasileva338
001T R
0930-1045
Dane Smith Hall 327
Karen Sorensen-Unruh328
003M W F
1400-1450
Dane Smith Hall 136
David Schwartz32
004T R
1100-1215
Dane Smith Hall 228
David Schwartz31
006M W
1730-1845
Dane Smith Hall 225
Nidal Jadalla319
005T R
1230-1345
Dane Smith Hall 327
Nidal Jadalla32
007T R
1100-1215
Dane Smith Hall 224
Helen Wearing336

MATH 215 - Math Elem-Mid School Teachers

Algebra from the viewpoint of the elementary curriculum with emphasis on proportional and linear relationships. Also included: data analysis and other topics with connections to the elementary curriculum. Problem solving is emphasized throughout. Meets New Mexico Lower-Division General Education Common Core Curriculum Area II: Mathematics. Prerequisite: 111.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0930-1045
Science Math Learning Center 120
Angel Poling32
002M W F
1300-1350
Science Math Learning Center 120
Karen Sorensen-Unruh33

MATH 264 - Calculus III

Vector operations, vector representation of planes and curves, functions of several variables, partial derivatives, gradient, tangent planes, optimization, multiple integrals in Cartesian cylindrical and spherical coordinates, vector fields, line integrals and Green's theorem. Prerequisite: 163 with a grade of "C" (not "C-") or better.

SectionTime/LocationInstructorCreditsSeats OpenNotes
005M W F
1200-1250
Dane Smith Hall 328
T
1230-1345
Dane Smith Hall 328
Derek Martinez40
006M W F
1200-1250
Dane Smith Hall 328
R
1230-1345
Dane Smith Hall 328
Derek Martinez40
001M W F
1000-1050
Dane Smith Hall 127
T
0800-0915
Dane Smith Hall 127
Timothy Berkopec41
002M W F
1000-1050
Dane Smith Hall 127
R
0800-0915
Dane Smith Hall 127
Timothy Berkopec40
007M T R
1730-1845
Dane Smith Hall 136
Anastassiya Semenova42
003M W F
0900-0950
Dane Smith Hall 129
T
0800-0915
Dane Smith Hall 129
Karen Champine40
004M W F
0900-0950
Dane Smith Hall 129
R
0800-0915
Dane Smith Hall 129
Karen Champine41
008M W F
1100-1150
Dane Smith Hall 233
T
0800-0915
Dane Smith Hall 233
Jurg Bolli47
009M W F
1100-1150
Dane Smith Hall 233
R
0800-0915
Dane Smith Hall 233
Jurg Bolli413

MATH 306 - College Geometry

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M
1600-1830
Dane Smith Hall 326
Louis Romero310

MATH 311 - Vector Analysis

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0800-0915
Dane Smith Hall 326
Tamra Mason30
002M W F
1000-1050
Dane Smith Hall 328
Stephen Lau39

MATH 312 - Part Differential Equats Engin

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1400-1450
Science Math Learning Center 356
Deborah Sulsky32

MATH 313 - Complex Variables

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0930-1045
Dane Smith Hall 229
Alexander Korotkevich30

MATH 314 - Linear Algebra with Apps

Systems of linear equations, Gaussian elimination, matrix algebra, determinants. Vector spaces. Inner product spaces, orthogonality, least squares approximations. Eigenvalues, eigenvectors, diagonalization. Emphasis on concepts, computational methods, and applications. Prerequisite: 1440 or 1522. Pre- or corequisite: CS 151L or CS 152L or ECE 131 or PHYS 2415.

SectionTime/LocationInstructorCreditsSeats OpenNotes
004M W F
1100-1150
Dane Smith Hall 127
Timothy Berkopec30
003M W F
1300-1350
Dane Smith Hall 328
Patricia Oakley310
002M W F
1200-1250
Dane Smith Hall 226
Patricia Oakley36
001T R
0800-0915
Science Math Learning Center 356
Alexander Korotkevich34

MATH 316 - Applied Ordinary Diff Equas

Introduction to algorithmic theory of ordinary differential equations. Topics covered: elementary theory of ordinary differential equations, numerical methods, phase-plane analysis, and introduction to Laplace transformations. Third-level calculus is helpful for this class. Prerequisite: 1522. Pre- or corequisite: CBE 253 or CS 151L or CS 152L or ECE 131 or PHYS 2415.

SectionTime/LocationInstructorCreditsSeats OpenNotes
004T R
1530-1645
Dane Smith Hall 327
Lane McConnell30
002M W F
1200-1250
Dane Smith Hall 129
Deborah Sulsky30
003T R
1230-1345
Dane Smith Hall 129
Mohammad Motamed30
001M W F
1000-1050
Dane Smith Hall 326
Ahmed Elfrgani31
007M W F
1300-1350
Dane Smith Hall 234
Stephen Lau36

MATH 317 - Elementary Combinatorics

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1100-1150
Dane Smith Hall 228
Kevin Burns33

MATH 319 - Theory of Numbers

Divisibility, congruences, primitive roots, quadratic residues, diophantine equations, continued fractions, partitions, number theoretic functions. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1000-1050
Dane Smith Hall 227
Alexandru Buium39

MATH 321 - Linear Algebra

Linear transformations, matrices, eigenvalues and eigenvectors, inner product spaces. Prerequisite: 264. {Fall, Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1400-1515
Dane Smith Hall 228
Dimiter Vassilev313

MATH 327 - Discrete Structures

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1100-1150
Science Math Learning Center 356
Terry Loring30

MATH 338 - Math for Secondary Teachers

Topics from secondary mathematics presented from an advanced standpoint and designed to meet the needs of pre- and in-service teachers. Open only to prospective and in-service teachers of mathematics. Prerequisite: 306 and **327. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001W
1600-1830
Science Math Learning Center 120
Peterson Moyo312

MATH 356 - Symbolic Logic

(Also offered as PHIL 356) This is a first course in logical theory. Its primary goal is to study the notion of logical entailment and related concepts, such as consistency and contingency. Formal systems are developed to analyze these notions rigorously.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1100-1300
Centennial Engineering Center 1028
Barbara Hannan40

MATH 375 - Intro Numerical Computing

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0930-1045
Science Math Learning Center 356
Jehanzeb Chaudhry30
002T R
1100-1215
Science Math Learning Center 356
Jacob Schroder30

MATH 401 - Advanced Calculus I

SectionTime/LocationInstructorCreditsSeats OpenNotes
001W
1500-1550
Dane Smith Hall 334
T R
1230-1345
Dane Smith Hall 334
Maria Pereyra41

MATH 402 - Advanced Calculus II

Generalization of 401/501 to several variables and metric spaces: sequences, limits, compactness and continuity on metric spaces; interchange of limit operations; series, power series; partial derivatives; fixed point, implicit and inverse function theorems; multiple integrals. Prerequisite: 401. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0800-0915
Dane Smith Hall 226
Maria Pereyra38

MATH 412 - Nonlinear Dynamics

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1100-1150
Science Math Learning Center 120
Jens Lorenz32

MATH 421 - Modern Algebra II

Theory of fields, algebraic field extensions and Galois theory for fields of characteristic zero. Prerequisite: 322. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
0900-0950
Dane Smith Hall 227
Janet Vassilev327

MATH 463 - Intro to Partial Diff Equa

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1230-1345
Science Math Learning Center 356
Pavel Lushnikov310

MATH 466 - Math Methods for Sci and Engr

Special functions and advanced mathematical methods for solving differential equations, difference equations and integral equations. Prerequisite: 311 and **312 and **313 and **316. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes

MATH 499 - Individual Study

Guided study, under the supervision of a faculty member, of selected topics not covered in regular courses.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001Anna Skripka1 TO 325
002Deborah Sulsky1 TO 325
003Terry Loring1 TO 324
004Mohammad Motamed1 TO 325
005Maria Pereyra1 TO 325
006Alexandru Buium1 TO 325
007Jehanzeb Chaudhry1 TO 324
008Dimiter Vassilev1 TO 324
009Charles Boyer1 TO 325
010Hongnian Huang1 TO 325
011Maxim Zinchenko1 TO 325
012Mohammad Motamed1 TO 325
013Jens Lorenz1 TO 325
014Monika Nitsche1 TO 325
015 1 TO 325
016Pedro Embid1 TO 325
017Helen Wearing1 TO 324
018
-

Matthew Blair1 TO 325
021
-

Louis Romero1 TO 325
020
-

Stephen Lau1 TO 322
022
-

Janet Vassilev1 TO 32
023
-

Alexander Korotkevich1 TO 31
024
-

Jacob Schroder1 TO 39
025
-

1 TO 32
026
-

1 TO 32
027
-

Jacob Schroder1 TO 32
028
-

Timothy Berkopec1 TO 32
029
-

1 TO 325

MATH 501 - Advanced Calculus I

SectionTime/LocationInstructorCreditsSeats OpenNotes
001W
1500-1550
Dane Smith Hall 334
T R
1230-1345
Dane Smith Hall 334
Maria Pereyra41

MATH 502 - Advanced Calculus II

Generalization of 401/501 to several variables and metric spaces: sequences, limits, compactness and continuity on metric spaces; interchange of limit operations; series, power series; partial derivatives; fixed point, implicit and inverse function theorems; multiple integrals. Prerequisite: 501. Restriction: College of Education graduate students. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0800-0915
Dane Smith Hall 226
Maria Pereyra35

MATH 504 - Intro to Numerical Linear Alg

(Also offered as CS 575.) Direct and iterative methods of the solution of linear systems of equations and least squares problems. Error analysis and numerical stability. The eigenvalue problem. Descent methods for function minimization, time permitting. Prerequisites: 464, 514, some knowledge of programming. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0930-1045
Centennial Engineering Center 1028
Mohammad Motamed33

MATH 511 - Intro To Analysis II

Continuation of 510. Differentiation in Rn. Inverse and implicit function theorems, integration in Rn, differential forms and Stokes theorem. Prerequisite: 510. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
0900-0950
Science Math Learning Center 120
Hongnian Huang33

MATH 513 - Intro to Partial Diff Equa

Classification of partial differential equations; properly posed problems; separation of variables, eigenfunctions and Green's functions; brief survey of numerical methods and variational principles. Prerequisite: **312, **313, **314 or **321, one of 311 or 402. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1230-1345
Science Math Learning Center 356
Pavel Lushnikov31

MATH 521 - Abstract Algebra II

Continuation of 520. Module theory, field theory, Galois theory. Prerequisite: **321, 520. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
002M W F
1300-1350
Science Math Learning Center 356
Alexandru Buium35Rescheduled from CRN 33946 MATH 521 001.

MATH 533 - Algebraic Topology II

Continuation of 532. Duality theorems, universal coefficients, spectral sequence. Prerequisite: 532. {Alternate Springs}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1300-1350
Science Math Learning Center 124
Terry Loring36

MATH 536 - Intro to Differential Manifold

Concept of a manifold, differential structures, vector bundles, tangent and cotangent bundles, embedding, immersions and submersions, transversality, Stokes' theorem. Prerequisite: 511. {Spring}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
1230-1345
Collaborative Teaching & Learn 130
Dimiter Vassilev32

MATH 540 - Stochastic Processes with Apps

(Also offered as STAT 565) Markov chains and processes with applications. Classification of states. Decompositions. Stationary distributions. Probability of absorption, the gambler's ruin and mean time problems. Queuing and branching processes. Introduction to continuous time Markov processes. Jump processes and Brownian motion. Prerequisite: STAT 527. {Offered upon demand}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1100-1150
Science Math Learning Center 352
James Degnan38

MATH 542 - Math for Secondary Teachers

Topics from secondary mathematics presented from an advanced standpoint and designed to meet the needs of pre- and in-service teachers. Open only to prospective and in-service teachers of mathematics. Prerequisite: 306 and 322 and **327. Restriction: College of Education graduate students. {Fall}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001W
1600-1830
Science Math Learning Center 120
Peterson Moyo35

MATH 551 - Problems

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001Mohammad Motamed1 TO 325
002Dimiter Vassilev1 TO 325
003Terry Loring1 TO 325
004Jens Lorenz1 TO 325
005Deborah Sulsky1 TO 325
006Janet Vassilev1 TO 325
008Helen Wearing1 TO 325
009
-

Maria Pereyra1 TO 32
010
-

Alexandru Buium1 TO 31
011
-

Maxim Zinchenko1 TO 32
012
-

Jehanzeb Chaudhry1 TO 31
014
-

John Shadid1 TO 31

MATH 562 - Complex Variables II

The Mittag-Leffler theorem, series and product expansions, introduction to asymptotics and the properties of the gamma and zeta functions. The Riemann mapping theorem, harmonic functions and Dirichlet's problem. Introduction to elliptic functions. Selected topics. Prerequisite: 561. {Fall}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M W F
1000-1050
Science Math Learning Center 352
Matthew Blair312

MATH 569 - Sel T: Analysis

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
003T R
1400-1515
Science Math Learning Center 124
Maxim Zinchenko36
001M W F
1100-1150
Science Math Learning Center 124
Matthew Blair310

MATH 576 - Numerical Linear Algebra

Selected advanced topics in numerical linear algebra. Prerequisite: 504. {Alternate Springs}

SectionTime/LocationInstructorCreditsSeats OpenNotes
001T R
0930-1045
Science Math Learning Center 352
Jacob Schroder315

MATH 584 - Methods in Applied Math II

Eigenfunction expansions for ordinary and partial differential operators, Euler-Lagrange equations, Hamilton's principle, calculus of variations, brief complex variable theory, special functions, transform and spectral theory, asymptotic expansions. Prerequisite: **312 and **314 and **316 and 401. {Alternate Springs}

SectionTime/LocationInstructorCreditsSeats OpenNotes

MATH 599 - Masters Thesis

Offered on a CR/NC basis only.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001Janet Vassilev1 TO 624
002Alexandru Buium1 TO 623
003Jehanzeb Chaudhry1 TO 625
004Dimiter Vassilev1 TO 624
005Jacob Schroder1 TO 624
006Maria Pereyra1 TO 625
008Mohammad Motamed1 TO 624
009Deborah Sulsky1 TO 625
010Alexander Korotkevich1 TO 625
011Monika Nitsche1 TO 625
012Helen Wearing1 TO 625
013Matthew Blair1 TO 625
014
-

Stephen Lau1 TO 624
015
-

Maxim Zinchenko1 TO 625
016
-

Jens Lorenz1 TO 623
017
-

Maria Pereyra1 TO 61

MATH 639 - Sem: Geometry & Topology

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001W
1500-1600
Science Math Learning Center 356
Hongnian Huang118

MATH 650 - Reading and Research

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001Maria Pereyra1 TO 625
002Michael Nakamaye1 TO 625
003Helen Wearing1 TO 625
004Alexandru Buium1 TO 625
005Deborah Sulsky1 TO 625
006Pavel Lushnikov1 TO 625
007Gabriel Huerta1 TO 625
008Terry Loring1 TO 625
009Dimiter Vassilev1 TO 623
010Jens Lorenz1 TO 625
011Matthew Blair1 TO 625
013Anna Skripka1 TO 625
014Janet Vassilev1 TO 625
015Jacob Schroder1 TO 625
016Hongnian Huang1 TO 625
018Maxim Zinchenko1 TO 625
019Monika Nitsche1 TO 625
020
-

Stephen Lau1 TO 62
021
-

Alexander Korotkevich1 TO 625
022
-

Matthew Pennybacker1 TO 62

MATH 669 - Sem: Analysis

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001F
1400-1450
Science Math Learning Center 352
Maxim Zinchenko114

MATH 679 - Sem: Applied Mathematics

.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001M
1530-1700
Science Math Learning Center 356
Pavel Lushnikov120
002
-

Helen Wearing1 TO 315
003T R
1530-1645
Science Math Learning Center 247
Pavel Lushnikov310

MATH 699 - Dissertation

Offered on a CR/NC basis only.

SectionTime/LocationInstructorCreditsSeats OpenNotes
001Maria Pereyra3 TO 1225
002Charles Boyer3 TO 1225
003Terry Loring3 TO 1224
004Helen Wearing3 TO 1225
006Anna Skripka3 TO 1225
008Jacob Schroder3 TO 1225
009Alexandru Buium3 TO 1224
010Deborah Sulsky3 TO 1224
011Jens Lorenz3 TO 1225
012Monika Nitsche3 TO 1225
014Matthew Blair3 TO 1224
015Pavel Lushnikov3 TO 1225
016Janet Vassilev3 TO 1225
017
-

Alexander Korotkevich3 TO 121
018
-

Stephen Lau3 TO 122
019
-

Jens Lorenz3 TO 121