All Next Term Math Courses

Fall 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

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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: (MATH 021 and MATH 022) or MATH 100 or FYEX 1010 or ISM 100 or ACT Math =>17 or SAT Math Section =>460 or ACCUPLACER Next-Generation Advanced Algebra and Functions =218-238. Corequisite: 102.
Section	Time/Location	Instructor	Credits	Seats Open
006	T R 0800-0915 Electrical & Comp Engineering L185	Daishu Komagata	1	105
002	M W 0930-1045 Electrical & Comp Engineering L185	Galina Watts	1	105
007	T R 0930-1045 Electrical & Comp Engineering L185	Daishu Komagata	1	105
003	M W 1100-1215 Electrical & Comp Engineering L185	Galina Watts	1	105
004	M W 1400-1515 Electrical & Comp Engineering L185	Marina Popova	1	105
008	T R 1100-1215 Electrical & Comp Engineering L185	Kathleen Sorensen	1	105
030	M W 1230-1345 Electrical & Comp Engineering L185	Marina Popova	1	105
009	T R 1400-1515 Electrical & Comp Engineering L185	Donald Adamson	1	105
031	T R 1230-1345 Electrical & Comp Engineering L185	Kathleen Sorensen	1	105
010	T R 1530-1645 Electrical & Comp Engineering L185	Donald Adamson	1	105

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.
Section	Time/Location	Instructor	Credits	Seats Open
030	M W 1230-1345 Electrical & Comp Engineering L185	Marina Popova	1	50
009	T R 1400-1515 Electrical & Comp Engineering L185	Donald Adamson	1	105
006	T R 0800-0915 Electrical & Comp Engineering L185	Daishu Komagata	1	105
002	M W 0930-1045 Electrical & Comp Engineering L185	Galina Watts	1	105
007	T R 0930-1045 Electrical & Comp Engineering L185	Daishu Komagata	1	105
003	M W 1100-1215 Electrical & Comp Engineering L185	Galina Watts	1	105
008	T R 1100-1215 Electrical & Comp Engineering L185	Kathleen Sorensen	1	105
004	M W 1400-1515 Electrical & Comp Engineering L185	Marina Popova	1	105
031	T R 1230-1345 Electrical & Comp Engineering L185	Kathleen Sorensen	1	50
010	T R 1530-1645 Electrical & Comp Engineering L185	Donald Adamson	1	105

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.
Section	Time/Location	Instructor	Credits	Seats Open
007	T R 0930-1045 Electrical & Comp Engineering L185	Daishu Komagata	1	0
009	T R 1400-1515 Electrical & Comp Engineering L185	Donald Adamson	1	0
030	M W 1230-1345 Electrical & Comp Engineering L185	Marina Popova	1	50
006	T R 0800-0915 Electrical & Comp Engineering L185	Daishu Komagata	1	0
002	M W 0930-1045 Electrical & Comp Engineering L185	Galina Watts	1	0
003	M W 1100-1215 Electrical & Comp Engineering L185	Galina Watts	1	0
008	T R 1100-1215 Electrical & Comp Engineering L185	Kathleen Sorensen	1	0
004	M W 1400-1515 Electrical & Comp Engineering L185	Marina Popova	1	0
031	T R 1230-1345 Electrical & Comp Engineering L185	Kathleen Sorensen	1	50
010	T R 1530-1645 Electrical & Comp Engineering L185	Donald Adamson	1	0

MATH 1110 - Mathematics for Teachers 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 and 103) or 1130 or 1215 or 1220 or 1230 or 1240 or 1350 or 1430 or 1512 or ACT Math =>19 or SAT Math Section =>480 or ACCUPLACER Next-Generation Arithmetic =>276.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
002	T R 1100-1215 Science Math Learning Center 120	Ana Lombard	3	25
003	T R 1400-1515 Science Math Learning Center 120	James Dudley	3	25

MATH 1117 - Math Elem Mid Schl 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: 1110.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1300-1350 Science Math Learning Center 120	Angel Poling	3	25
002	T R 1230-1345 Science Math Learning Center 120	Kevin Burns	3	25

MATH 1130 - Survey of Mathematics
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 and 103) or (118 and 119) or 1215 or 1220 or 1230 or 1240 or 1430 or 1440 or 1512 or 1522 or 2530 or ACT Math =>22 or SAT Math Section =>540 or ACCUPLACER Next-Generation Quantitative Reasoning, Algebra, and Statistics =>253.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0900-0950 Dane Smith Hall 234	Angel Poling	3	50
002	M W F 1100-1150 Dane Smith Hall 333	Angel Poling	3	50
003	T R 1230-1345 Dane Smith Hall 333	Karen Champine	3	50
004	M W F 1300-1350 Dane Smith Hall 334	Alejandro Gonzalez-Aller	3	50

MATH 116 - T: Pre-Calculus Mathematics
Selected topics from algebra, geometry and trigonometry. Restriction: permission of department.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1500-1615	Khalid Ifzarene	4	30

MATH 1220 - College Algebra
Preparation for 1240 and 1430. 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. Prerequisite: (101 and 102 and 103) or (118 and 119) or 1215 or ACT Math =>22 or SAT Math Section =>540 or ACCUPLACER Next-Generation Advanced Algebra and Functions =239-248.
Section	Time/Location	Instructor	Credits	Seats Open
002	M W F 0900-0950 Dane Smith Hall 129	Patricia Oakley	3	50
001	M W F 0800-0850		3	50
003	T R 0930-1045 Dane Smith Hall 223	Karen Champine	3	50
004	M W F 1000-1050 Dane Smith Hall 129	Khalid Ifzarene	3	50
005	T R 1100-1215 Dane Smith Hall 127	Huynh Dinh	3	50
006	M W F 1100-1150 Dane Smith Hall 129	Khalid Ifzarene	3	50
007	T R 1230-1345 Dane Smith Hall 129	Nidal Jadalla	3	50
013	T R 1400-1515 Dane Smith Hall 129	Kathleen Sorensen	3	50
011	M W F 1300-1350 Dane Smith Hall 129	Karen Sorensen-Unruh	3	50
030	M W 1530-1645 Electrical & Comp Engineering L185	Phillip Glass	3	60
008	M W F 1200-1250 Dane Smith Hall 129	Nidal Jadalla	3	50
015	M W F 1500-1550 Dane Smith Hall 129	Douglas Schwartz	3	50
014	T R 1400-1515 Collaborative Teaching & Learn 210	Phillip Glass	3	50
010	M W F 1300-1350	Douglas Schwartz	3	50
012	M W F 1400-1450 Dane Smith Hall 223	Khalid Ifzarene	3	50
009	M W F 1200-1250 Education 105	James Dudley	3	50
031	-	Phillip Glass	3	60
610	M W F 1300-1350 Dane Smith Hall 333	Nidal Jadalla	3	24

MATH 1230 - 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 1240. Prerequisite: 1220 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER Next-Generation Advanced Algebra and Functions =249-283.
Section	Time/Location	Instructor	Credits	Seats Open
001	T R 0800-0915 Dane Smith Hall 227	Huynh Dinh	3	50
002	T R 0930-1045 Dane Smith Hall 334	Neil McBeth	3	50
003	M W F 1100-1150 Dane Smith Hall 227	Jurg Bolli	3	50
004	T R 1530-1645 Dane Smith Hall 326	Neil McBeth	3	50
005	M W F 1300-1350 Dane Smith Hall 233	Daishu Komagata	3	50
007	T R 1730-1845 Dane Smith Hall 326	Neil McBeth	3	50

MATH 1240 - Pre-Calculus
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 1230. Meets New Mexico Lower Division General Education Common Core Curriculum Area II: Mathematics. Prerequisite: 1220 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER Next-Generation Advanced Algebra and Functions =249-283.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0900-0950 Dane Smith Hall 233	Susan Boucheron	3	50
002	T R 0930-1045 Dane Smith Hall 226	Huynh Dinh	3	50
003	M W F 1000-1050 Dane Smith Hall 233	Susan Boucheron	3	50
004	T R 1230-1345 Dane Smith Hall 326	Neil McBeth	3	50
006	T R 1900-2015 Dane Smith Hall 233	Neil McBeth	3	50

MATH 1250 - Trigonometry & Pre-Calculus
Algebraic expressions, algebraic equations, inequalities, functions, graphing. Exponential, logarithmic, and trigonometric functions. Complex numbers and vectors. Limits. Prerequisite: 1220 or ACT Math =>25 or SAT Math Section =>590 or ACCUPLACER Next-Generation Advanced Algebra and Functions =249-283.
Section	Time/Location	Instructor	Credits	Seats Open
002	M W 1300-1350 Dane Smith Hall 229 T R 1230-1345 Dane Smith Hall 229	Precious Andrew	5	25
005	M W 1100-1150 Dane Smith Hall 334 T R 1100-1215 Dane Smith Hall 334	Precious Andrew	5	35
001	M W 1400-1450 Dane Smith Hall 227 T R 1400-1515 Dane Smith Hall 227	Precious Andrew	5	25
006	M W 1300-1350 Dane Smith Hall 229 T R 1230-1345 Dane Smith Hall 229	Precious Andrew	5	10

MATH 1350 - Intro Statistics
Techniques for the visual presentation of numerical data, descriptive statistics, introduction to probability and basic probability models used in statistics, introduction to sampling and statistical inference, illustrated by examples from a variety of fields. Meets New Mexico Lower-Division General Education Common Core Curriculum Area II: Mathematics. Prerequisite: (101 and 102) or (118 and 119) or 1215 or 1220 or 1230 or 1240 or 1430 or 1440 or 1512 or 1522 or 2530 or ACT Math =>22 or SAT Math Section =>540 or ACCUPLACER Next-Generation Quantitative Reasoning, Algebra, and Statistics =>253.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0800-0850 Dane Smith Hall 233	Haussohou Edi	3	50
002	T R 0800-0915 Dane Smith Hall 129	Jonathan Odumegwu	3	50
003	M W F 0900-0950 Dane Smith Hall 333	Md Rashidul Hasan	3	50
004	T R 0930-1045 Dane Smith Hall 136	Paul Fawcett	3	50
005	M W F 1000-1050 Dane Smith Hall 223	Jared DiDomenico	3	50
006	M W F 1100-1150 Dane Smith Hall 233		3	50
007	T R 1100-1215 Dane Smith Hall 226	Nina Greenberg	3	50
008	T R 1100-1215 Dane Smith Hall 228	Paul Fawcett	3	50
009	M W F 1200-1250 Dane Smith Hall 233		3	50
010	M W F 1200-1250 Dane Smith Hall 234	Mohammed Quazi	3	50
011	T R 1230-1345 Dane Smith Hall 223		3	50
012	M W F 1300-1350 Dane Smith Hall 234		3	50
013	M W F 1400-1450 Dane Smith Hall 334	Ye Jin Choi	3	50
014	M W F 1400-1450 Dane Smith Hall 333	Dominic Lewinski	3	50
015	T R 1400-1515 Dane Smith Hall 229	Paul Fawcett	3	50
016	M W F 1500-1550 Dane Smith Hall 233	Benjamin Chase	3	50
020	M W 1800-1915 Dane Smith Hall 334	Pascal Buser	3	50
021	T R 1830-1945 Dane Smith Hall 334	Nikolay Miller	3	50
023	T R 1630-1745 Dane Smith Hall 334	Kellin Rumsey	3	50

MATH 1430 - Applications 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. Prerequisite: 1220 or 1240 or 1250 or ACT Math =>26 or SAT Math Section =>620 or ACCUPLACER Next-Generation Advanced Algebra and Functions =249-283.
Section	Time/Location	Instructor	Credits	Seats Open
002	T R 0800-0915 Dane Smith Hall 223	Susan Boucheron	3	50
003	M W F 0900-0950 Dane Smith Hall 127	Irina Vasileva	3	50
004	T R 0930-1045 Dane Smith Hall 129	Susan Boucheron	3	50
005	M W F 1000-1050 Dane Smith Hall 127	Irina Vasileva	3	50
006	T R 1100-1215 Dane Smith Hall 129	Galina Watts	3	50
007	M W F 1100-1150 Dane Smith Hall 223	Douglas Schwartz	3	50
008	M W F 1200-1250 Dane Smith Hall 127	David Schwartz	3	50
001	T R 0930-1045 Dane Smith Hall 224	Helen Wearing	3	25
012	M W F 1300-1350 Dane Smith Hall 127	David Schwartz	3	50
009	T R 1230-1345 Dane Smith Hall 127	Angel Poling	3	50
010	M W F 1400-1450 Dane Smith Hall 129	Daishu Komagata	3	50
016	T R 0930-1045 Dane Smith Hall 224	Helen Wearing	3	25
011	T R 1400-1515 Dane Smith Hall 228	Galina Watts	3	50
013	M W F 1500-1550 Dane Smith Hall 127	David Schwartz	3	50
015	M W 1800-1915 Dane Smith Hall 129	Nidal Jadalla	3	50
014	M W F 1600-1650 Dane Smith Hall 127	Alejandro Gonzalez-Aller	3	50

MATH 1440 - Applications of Calculus II
Includes the definite integral, multivariate calculus, simple differential equations, basic review of trigonometry and its relation to calculus. Prerequisite: 1430.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0800-0850 Dane Smith Hall 234	Paul Fawcett	3	50
002	T R 0930-1045 Dane Smith Hall 326	David Schwartz	3	50
003	M W F 1000-1050 Dane Smith Hall 333	Paul Fawcett	3	50
004	T R 1230-1345 Dane Smith Hall 227	Irina Vasileva	3	50
005	T R 1400-1515 Dane Smith Hall 318	Irina Vasileva	3	50
006	T R 1800-1915 Dane Smith Hall 129	Nidal Jadalla	3	50

MATH 1512 - 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. Prerequisite: (1230 or 1240) or 1250 or ACT Math =>28 or SAT Math Section =>640 or ACCUPLACER Next-Generation Advanced Algebra and Functions =>284.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0800-0850 Dane Smith Hall 334 T 0800-0915 Dane Smith Hall 334	Jurg Bolli	4	20
002	M W F 0800-0850 Dane Smith Hall 334 R 0800-0915 Dane Smith Hall 334	Jurg Bolli	4	20
608	M W F 1200-1250 T 1230-1345	Derek Martinez	4	16
609	M W F 1200-1250 R 1230-1345	Derek Martinez	4	24
005	M W F 1000-1050 Dane Smith Hall 326 T 0800-0915 Dane Smith Hall 326	Derek Martinez	4	13
006	M W F 1000-1050 Dane Smith Hall 326 R 0800-0915 Dane Smith Hall 326	Derek Martinez	4	20
007	M W F 1400-1450 Dane Smith Hall 234 T 0800-0915 Dane Smith Hall 234	Timothy Berkopec	4	20
008	M W F 1400-1450 Dane Smith Hall 234 R 0800-0915 Dane Smith Hall 234	Timothy Berkopec	4	20
009	M T R 1730-1845 Dane Smith Hall 229		4	30
010	M W F 1000-1050 Dane Smith Hall 326 R 0800-0915 Dane Smith Hall 326	Derek Martinez	4	7
003	M W F 0900-0950 T 0930-1045	Kevin Burns	4	20
004	M W F 0900-0950 R 0930-1045	Kevin Burns	4	20

MATH 1522 - Calculus II
Transcendental functions, techniques of integration, numerical integration, improper integrals, sequences and series, Taylor series with applications, complex variables, differential equations. Prerequisite: 1512.
Section	Time/Location	Instructor	Credits	Seats Open
001	M W F 0900-0950 Mitchell Hall 220 T 0930-1045 Mitchell Hall 220	Jurg Bolli	4	20
002	M W F 0900-0950 Mitchell Hall 220 R 0930-1045 Mitchell Hall 220	Jurg Bolli	4	20
003	M W F 1000-1050 Dane Smith Hall 324 T 0800-0915 Dane Smith Hall 324	Karen Sorensen-Unruh	4	20
004	M W F 1000-1050 Dane Smith Hall 324 R 0800-0915 Dane Smith Hall 324	Karen Sorensen-Unruh	4	20
005	M W F 1100-1150 Dane Smith Hall 328 T 1230-1345 Dane Smith Hall 331	Karen Champine	4	20
006	M W F 1100-1150 Dane Smith Hall 328 R 1230-1345 Dane Smith Hall 331	Karen Champine	4	20
007	M W F 1200-1250 Dane Smith Hall 327 T 1230-1345 Dane Smith Hall 327	Kevin Burns	4	13
008	M W F 1200-1250 Dane Smith Hall 327 R 1230-1345 Dane Smith Hall 327	Kevin Burns	4	20
009	M W F 1400-1450 Dane Smith Hall 326 T 1400-1515 Dane Smith Hall 326	Derek Martinez	4	20
010	M W F 1400-1450 Dane Smith Hall 326 R 1400-1515 Dane Smith Hall 326	Derek Martinez	4	20
011	M T R 1730-1845 Dane Smith Hall 234		4	30
012	M W F 1200-1250 Dane Smith Hall 327 R 1230-1345 Dane Smith Hall 327	Kevin Burns	4	7

MATH 216 - Math Middle School Teachers
Development of mathematical concepts from the viewpoint of the middle school curriculum. Topics include: in-depth development of algebraic thinking, connections between algebra and geometry, and applications. Problem solving is emphasized throughout. Prerequisite: 1117.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 0930-1045 Science Math Learning Center 120	Karen Sorensen-Unruh	3	25

MATH 2530 - 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: 1522.
Section	Time/Location	Instructor	Credits	Seats Open
003	M W F 1100-1150 Dane Smith Hall 327 T 1100-1215 Dane Smith Hall 327	Timothy Berkopec	4	20
004	M W F 1100-1150 Dane Smith Hall 327 R 1100-1215 Dane Smith Hall 327	Timothy Berkopec	4	20
007	M T R 1730-1845		4	30
005	M W F 1200-1250 T 1230-1345	Kenneth Anglin	4	20
006	M W F 1200-1250 R 1230-1345	Kenneth Anglin	4	20
001	M W F 0800-0850 Dane Smith Hall 127 T 0800-0915 Dane Smith Hall 127	Huynh Dinh	4	20
002	M W F 0800-0850 Dane Smith Hall 127 R 0800-0915 Dane Smith Hall 127	Huynh Dinh	4	20

MATH 305 - Math Historic Perspective
A study of the historical development of topics in mathematics taken from geometry, algebra, trigonometry, number systems, probability, and/or statistics. Emphasis on connections to the high school curriculum. Prerequisite: 1522.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
002	M W 1630-1745 Science Math Learning Center 120	Patricia Oakley	3	30

MATH 311 - Vector Analysis
Vector algebra, lines, planes; vector valued functions, curves, tangent lines, arc length, line integrals; directional derivative and gradient; divergence, curl, Gauss' and Stokes' theorems, geometric interpretations. Prerequisite: 2530.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1230-1345	Tamra Mason	3	30
002	M W F 0900-0950		3	30

MATH 312 - Part Differential Equats Engin
Solution methods for partial differential equations; science and engineering applications; heat and wave equations, Laplace's equation; separation of variables; Fourier series and transforms; special functions. Prerequisite: 2530 and **316.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1300-1350	Monika Nitsche	3	26

MATH 313 - Complex Variables
Theory of functions of a complex variable with applications to physical and engineering problems. Although not required, skill in vector analysis will be helpful in taking this course. Prerequisite: 2530 and one MATH course 300-level or above.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1100-1150 Science Math Learning Center 356	Terry Loring	3	30

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.
Section	Time/Location	Instructor	Credits	Seats Open
002	T R 1530-1645	Lane McConnell	3	30
003	M W F 1300-1350 Dane Smith Hall 327	Patricia Oakley	3	30
001	M W F 1400-1450 Science Math Learning Center 356	Terry Loring	3	30
004	M W F 0900-0950	Timothy Berkopec	3	30

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.
Section	Time/Location	Instructor	Credits	Seats Open
001	T R 1400-1515	Maxim Zinchenko	3	30
002	T R 1630-1745	Derek Martinez	3	30
003	M W F 0900-0950 Dane Smith Hall 223	Louis Romero	3	30
004	M W F 1000-1050 Dane Smith Hall 234	Ahmed Elfrgani	3	30
005	-		3	0

MATH 321 - Linear Algebra
Linear transformations, matrices, eigenvalues and eigenvectors, inner product spaces. Prerequisite: 2530.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1100-1215 Dane Smith Hall 223	Pavel Lushnikov	3	30

MATH 322 - Modern Algebra I
Groups, rings, homomorphisms, permutation groups, quotient structure, ideal theory, fields. Prerequisite: 2530 and (**321 or **327).
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1000-1050	Alexandru Buium	3	30

MATH 327 - Discrete Structures
Course will introduce students to the fundamentals of mathematical proof in the context of discrete structures. Topics include logic, sets and relations, functions, integers, induction and recursion, counting, permutations and combinations and algorithms. Prerequisite: 1522.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 0900-0950 Dane Smith Hall 318	Alexandru Buium	3	30

MATH 375 - Intro Numerical Computing
(Also offered as CS *375) An introductory course covering such topics as solution of linear and nonlinear equations; interpolation and approximation of functions, including splines; techniques for approximate differentiation and integration; solution of differential equations; familiarization with existing software. Prerequisite: (**314 or **316 or **321) and (CS 151L or CS 152L or ECE 131 or PHYS 2415).
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1000-1050	Monika Nitsche	3	18
002	T R 0930-1045	Jehanzeb Chaudhry	3	18

MATH 401 - Advanced Calculus I
Rigorous treatment of calculus in one variable. Definition and topology of real numbers, sequences, limits, functions, continuity, differentiation and integration. Students will learn how to read, understand and construct mathematical proofs. Prerequisite: 2530 and two MATH courses 300-level or above.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	W 1500-1550 Dane Smith Hall 136 T R 1400-1515 Dane Smith Hall 136	Maria Pereyra	4	30

MATH 431 - Intro To Topology
Metric spaces, topological spaces, continuity, algebraic topology. Prerequisite: **321. Pre- or corequisite: 322. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1400-1450	Dimiter Vassilev	3	20

MATH 441 - Probability
(Also offered as STAT 461/561) Mathematical models for random experiments, random variables, expectation. The common discrete and continuous distributions with application. Joint distributions, conditional probability and expectation, independence. Laws of large numbers and the central limit theorem. Moment generating functions. Prerequisite: 2530.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1200-1250 Dane Smith Hall 328	James Degnan	3	20

MATH 462 - Intro to Ordinary Diff Equa
Linear systems. Existence and uniqueness theorems, flows, linearized stability for critical points, stable manifold theorem. Gradient and Hamiltonian systems. Limit sets, attractors, periodic orbits, Floquet theory and the Poincare Map. Introduction to perturbation theory. Prerequisite: (**314 or **321) and **316 and 401. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1400-1450 Science Math Learning Center 352	Stephen Lau	3	15

MATH 464 - Applied Matrix Theory
Determinants; theory of linear equations; matrix analysis of differential equations; eigenvalues, eigenvectors and canonical forms; variational principles; generalized inverses. Prerequisite: **314 or **321. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1100-1215	Jens Lorenz	3	20

MATH 471 - Intro to Scientific Computing
(Also offered as CS *471) Parallel programming, performance evaluation. Error analysis, convergence, stability of numerical methods. Applications such as N-body problem, heat transfer, wave propagation, signal processing, Monte-Carlo simulations. C, C++, or FORTRAN skills required. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 0930-1045 Dane Smith Hall 144	Jacob Schroder	3	14

MATH 472 - Fourier Analysis & Wavelets
Discrete Fourier and Wavelet Transform. Fourier series and integrals. Expansions in series of orthogond wavelets and other functions. Multiresolution and time/frequency analysis. Applications to signal processing and statistics. Prerequisite: (**314 or **321) and 401. {Alternate Springs}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 0930-1045	Maria Pereyra	3	15

MATH 499 - Individual Study
Guided study, under the supervision of a faculty member, of selected topics not covered in regular courses.
Section	Time/Location	Instructor	Credits	Seats Open
001		Jens Lorenz	1 TO 3	25
002		Matthew Blair	1 TO 3	25
003	-		1 TO 3	25
004		Maria Pereyra	1 TO 3	25
005		Deborah Sulsky	1 TO 3	25
006		Helen Wearing	1 TO 3	25
007	-	Monika Nitsche	1 TO 3	4
008	-	Janet Vassilev	1 TO 3	1
009		Alexandru Buium	1 TO 3	25
010		Maxim Zinchenko	1 TO 3	25
011		Monika Nitsche	1 TO 3	25
012		Louis Romero	1 TO 3	25
013			1 TO 3	25
014		Jehanzeb Chaudhry	1 TO 3	25
015			1 TO 3	25
016			1 TO 3	25
017	-	Anna Skripka	1 TO 3	2

MATH 501 - Advanced Calculus I
Rigorous treatment of calculus in one variable. Definition and topology of real numbers, sequences, limits, functions, continuity, differentiation and integration. Students will learn how to read, understand and construct mathematical proofs. Prerequisite: 2530 and two MATH courses 300-level or above. Restriction: College of Education graduate students.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	W 1500-1550 Dane Smith Hall 136 T R 1400-1515 Dane Smith Hall 136	Maria Pereyra	4	5

MATH 505 - Intro to Numerical Approx & DE
(Also offered as CS 576) Numerical approximation of functions. Interpolation by polynomials, splines and trigonometric functions. Numerical integration and solution of ordinary differential equations. An introduction to finite difference and finite element methods, time permitting. Prerequisite: **316 or 401.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1400-1515	Deborah Sulsky	3	10

MATH 507 - Math Historic Perspective
A study of the historical development of topics in mathematics taken from geometry, algebra, trigonometry, number systems, probability, and/or statistics. Emphasis on connections to the high school curriculum. Prerequisite: 1522. Restriction: College of Education graduate students.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W 1630-1745 Science Math Learning Center 120	Patricia Oakley	3	5

MATH 510 - Intro To Analysis
Real number fields, sets and mappings. Basic point set topology, sequences, series, convergence issues. Continuous functions, differentiation, Riemann integral. General topology and applications: Weierstrass and Stone-Weierstrass approximation theorems, elements of Founier Analysis (time permitting). Prerequisite: 321, 401. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1230-1345 Science Math Learning Center 352	Anna Skripka	3	20

MATH 512 - Intro to Ordinary Diff Equa
Linear systems. Existence and uniqueness theorems, flows, linearized stability for critical points, stable manifold theorem. Gradient and Hamiltonian systems. Limit sets, attractors, periodic orbits, Floquet theory and the Poincare Map. Introduction to perturbation theory. Prerequisite: (**314 or **321) and **316 and 401. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1400-1450 Science Math Learning Center 352	Stephen Lau	3	10

MATH 514 - Applied Matrix Theory
Determinants; theory of linear equations; matrix analysis of differential equations; eigenvalues, eigenvectors and canonical forms; variational principles; generalized inverses. Prerequisite: **314 or **321. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 1100-1215	Jens Lorenz	3	15

MATH 520 - Abstract Algebra I
Theory of groups, permutation groups, Sylow theorems. Introduction to ring theory, polynomial rings. Principal ideal domains. Prerequisite: 322. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1300-1350 Science Math Learning Center 352	Janet Vassilev	3	20

MATH 530 - Algebraic Geometry I
Basic theory of complex affine and projective varieties. Smooth and singular points, dimension, regular and rational mappings between varieties, Chow's theorem. Prerequisite: *431, 521, 561. {Alternate Falls}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1400-1450	Janet Vassilev	3	20

MATH 535 - Foundations of Topology
Basic point set topology. Separation axioms, metric spaces, topological manifolds, fundamental group and covering spaces. Prerequisite: 501. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1400-1450	Dimiter Vassilev	3	10

MATH 537 - Riemannian Geometry I
Theory of connections, curvature, Riemannian metrics, Hopf-Rinow theorem, geodesics. Riemannian submanifolds. Prerequisite: 536. {Alternate Falls}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 0900-0950	Hongnian Huang	3	20

MATH 539 - Sel T: Geometry & Topology
.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1100-1150	Dimiter Vassilev	3	20

MATH 551 - Problems
.
Section	Time/Location	Instructor	Credits	Seats Open
001		Jehanzeb Chaudhry	1 TO 3	25
002		Alexandru Buium	1 TO 3	25
003		Michael Nakamaye	1 TO 3	25
004		John Shadid	1 TO 3	25
008		Jens Lorenz	1 TO 3	25
006		Charles Boyer	1 TO 3	25
007		Helen Wearing	1 TO 3	25
009		Terry Loring	1 TO 3	25
010	-	Alexander Korotkevich	1 TO 3	2

MATH 561 - Complex Variables I
Analyticity, Cauchy theorem and formulas, Taylor and Laurent series, singularities and residues, conformal mapping, selected topics. Prerequisite: 311 or 402. {Fall}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 0800-0915 Dane Smith Hall 126	Alexander Korotkevich	3	20

MATH 572 - Fourier Analysis & Wavelets
Discrete Fourier and Wavelet Transform. Fourier series and integrals. Expansions in series of orthogond wavelets and other functions. Multiresolution and time/frequency analysis. Applications to signal processing and statistics. Prerequisite: (**314 or **321) and 401. {Alternate Springs}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	T R 0930-1045	Maria Pereyra	3	10

MATH 583 - Methods in Applied Math I
Approximation in Hilbert spaces, basic operator theory, integral equations, distribution theory, Green's functions, differential operators, boundary value problems and nonlinear problems. Prerequisite: **312, **314, **316, 401. {Alternate Falls}
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	M W F 1000-1050	Stephen Lau	3	20

MATH 598 - Practicum
Practicum involves a project of an applied nature which may be done in conjunction with an industrial laboratory, a research institution or another department of the University. It is expected the student will become acquainted with a field of application in science or engineering and complete a project of use and interest to workers in that field. A final written report is required.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001			1 TO 6	25

MATH 599 - Masters Thesis
Offered on a CR/NC basis only.
Section	Time/Location	Instructor	Credits	Seats Open
001		Jens Lorenz	1 TO 6	25
002		Dimiter Vassilev	1 TO 6	25
003		Jehanzeb Chaudhry	1 TO 6	25
004		Pavel Lushnikov	1 TO 6	5
005		Terry Loring	1 TO 6	2
006		Michael Nakamaye	1 TO 6	25
007			1 TO 6	25
008		Maria Pereyra	1 TO 6	2
009		Alexander Korotkevich	1 TO 6	25
010		Alexandru Buium	1 TO 6	25
011			1 TO 6	25
012		Deborah Sulsky	1 TO 6	25
013		Monika Nitsche	1 TO 6	25
014		Helen Wearing	1 TO 6	25
015		Maxim Zinchenko	1 TO 6	25
016	-	Stephen Lau	1 TO 6	2
017	-	Matthew Blair	1 TO 6	2
018	-		1 TO 6	25

MATH 639 - Sem: Geometry & Topology
.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	W 1500-1600 Science Math Learning Center 356	Dimiter Vassilev	1	20

MATH 650 - Reading and Research
.
Section	Time/Location	Instructor	Credits	Seats Open
001		Matthew Blair	1 TO 6	25
002			1 TO 6	25
003		Alexandru Buium	1 TO 6	25
004		Janet Vassilev	1 TO 6	25
005			1 TO 6	25
006		Helen Wearing	1 TO 6	25
007		Louis Romero	1 TO 6	25
008		Anna Skripka	1 TO 6	25
009		Alexander Korotkevich	1 TO 6	25
010		Maxim Zinchenko	1 TO 6	25
011		Jens Lorenz	1 TO 6	25
012		Deborah Sulsky	1 TO 6	25
013		Michael Nakamaye	1 TO 6	25
014		Terry Loring	1 TO 6	25
015			1 TO 6	25
016		Monika Nitsche	1 TO 6	25
017		Michael Nakamaye	1 TO 6	25
018		Pavel Lushnikov	1 TO 6	5
019		Mohammad Motamed	1 TO 6	25
020		Maria Pereyra	1 TO 6	25
021	-	Stephen Lau	1 TO 6	1
022	-	Louis Romero	1 TO 6	2

MATH 669 - Sem: Analysis
.
Section	Time/Location	Instructor	Credits	Seats Open	Notes
001	S 1400-1450 Science Math Learning Center 356	Maxim Zinchenko	1	20

MATH 679 - Sem: Applied Mathematics
.
Section	Time/Location	Instructor	Credits	Seats Open
002	T R 1400-1515 Science Math Learning Center 247	Pavel Lushnikov	3	10
005	F 1500-1600 Science Math Learning Center 124	Helen Wearing	1	10
003	M 1530-1645 Science Math Learning Center 356	Pavel Lushnikov	1	25

MATH 699 - Dissertation
Offered on a CR/NC basis only.
Section	Instructor	Credits	Seats Open
001	Michael Nakamaye	3 TO 12	25
002	Alexandru Buium	3 TO 12	25
003	Charles Boyer	3 TO 12	25
004	Monika Nitsche	3 TO 12	25
005	Matthew Blair	3 TO 12	25
006		3 TO 12	25
007	Deborah Sulsky	3 TO 12	25
008		3 TO 12	25
009	Alexander Korotkevich	3 TO 12	25
010	Terry Loring	3 TO 12	25
011	Pavel Lushnikov	3 TO 12	25
012	Janet Vassilev	3 TO 12	25
013	Stephen Lau	3 TO 12	25
014	Helen Wearing	3 TO 12	25
015	Anna Skripka	3 TO 12	25
016	Jens Lorenz	3 TO 12	25
017		3 TO 12	25
018	Maria Pereyra	3 TO 12	5

Courses

Department of Mathematics & Statistics

Navigation

Fall 2019

MATH 101 - Intermediate Algebra Part I

MATH 102 - Intermediate Algebra Part II

MATH 103 - Intermediate Algebra Part III

MATH 1110 - Mathematics for Teachers I

MATH 1117 - Math Elem Mid Schl Teachers

MATH 1130 - Survey of Mathematics

MATH 116 - T: Pre-Calculus Mathematics

MATH 1220 - College Algebra

MATH 1230 - Trigonometry

MATH 1240 - Pre-Calculus

MATH 1250 - Trigonometry & Pre-Calculus

MATH 1350 - Intro Statistics

MATH 1430 - Applications of Calculus I

MATH 1440 - Applications of Calculus II

MATH 1512 - Calculus I

MATH 1522 - Calculus II

MATH 216 - Math Middle School Teachers

MATH 2530 - Calculus III

MATH 305 - Math Historic Perspective

MATH 311 - Vector Analysis

MATH 312 - Part Differential Equats Engin

MATH 313 - Complex Variables

MATH 314 - Linear Algebra with Apps

MATH 316 - Applied Ordinary Diff Equas

MATH 321 - Linear Algebra

MATH 322 - Modern Algebra I

MATH 327 - Discrete Structures

MATH 375 - Intro Numerical Computing

MATH 401 - Advanced Calculus I

MATH 431 - Intro To Topology

MATH 441 - Probability

MATH 462 - Intro to Ordinary Diff Equa

MATH 464 - Applied Matrix Theory

MATH 471 - Intro to Scientific Computing

MATH 472 - Fourier Analysis & Wavelets

MATH 499 - Individual Study

MATH 501 - Advanced Calculus I

MATH 505 - Intro to Numerical Approx & DE

MATH 507 - Math Historic Perspective

MATH 510 - Intro To Analysis

MATH 512 - Intro to Ordinary Diff Equa

MATH 514 - Applied Matrix Theory

MATH 520 - Abstract Algebra I

MATH 530 - Algebraic Geometry I

MATH 535 - Foundations of Topology

MATH 537 - Riemannian Geometry I

MATH 539 - Sel T: Geometry & Topology

MATH 551 - Problems

MATH 561 - Complex Variables I

MATH 572 - Fourier Analysis & Wavelets

MATH 583 - Methods in Applied Math I

MATH 598 - Practicum

MATH 599 - Masters Thesis

MATH 639 - Sem: Geometry & Topology

MATH 650 - Reading and Research

MATH 669 - Sem: Analysis

MATH 679 - Sem: Applied Mathematics

MATH 699 - Dissertation