Courses and Syllabi
MATH0097  Beginning Algebra 
Course Description:
This is a three (3) hour noncredit course in the fundamentals of arithmetic and elementary algebra. It is designed to prepare students who have deficiencies for MATH 0099 and it does not carry credit for graduation. Topics include arithmetic, geometry, real numbers, polynomials, linear equations in one variable, inequalities, factoring, and linear equations in two variables. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH0099  Intermediate Algebra 
Course Description:
This course is a three (3) hour noncredit course that does not carry credit for graduation. It is designed to prepare students for college level mathematics by increasing their awareness of the structure of elementary mathematics. Emphasis is on principles, techniques, and applications of basic algebra. Topics include polynomials, rational expressions, exponents, radicals, calculator usage, linear equations and inequalities, quadratic equations, and graphs of equations in two variables. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1001  Quantitative Skills and Reasoning 
Course Description:
This course is an alternative in Area A of the Core Curriculum and is not intended to supply sufficient algebraic background for students who intend to take Precalculus or the Calculus sequence for science majors. This course places quantitative skills and reasoning in the context of experiences that students will likely encounter. It emphasizes processing information in context from a variety of representations, understanding of both the information and the processing, and understanding which conclusions can be reasonably determined. 

Syllabi: 
Summer 2014
MATH1001 01 David Robinson
Spring 2014
MATH1001 L2R Muhammad Ahmad
MATH1001 02 James Bellon
MATH1001 03 Ronald Chilluffo
MATH1001 04 Malcom Devoe
MATH1001 L2A Christopher Jett
MATH1001 06 Christopher Jett
MATH1001 07 David Robinson
MATH1001 08 Robert Staples
MATH1001 LXR Muhammad Ahmad
MATH1001 LXA Christopher Jett
Fall 2013
MATH1001 L2B David Robinson
MATH1001 L2C David Robinson
MATH1001 03 Brian Brodsky
MATH1001 L2F Malcom Devoe
MATH1001 05 Muhammad Ahmad
MATH1001 06 Ronald Chilluffo
MATH1001 LB2 Robert Staples
MATH1001 L2I Robert Staples
MATH1001 09 James Bellon
MATH1001 10 Christopher Jett
MATH1001 LXB David Robinson
MATH1001 LXC David Robinson
MATH1001 LXF Malcom Devoe
MATH1001 LXI Robert Staples
MATH1001 11 Wenyan Zhou
MATH1001 LBX Robert Staples
Summer 2013
MATH1001 01 Robert Staples
Spring 2013
MATH1001 LCF David Robinson
MATH1001 02 David Robinson
MATH1001 03 Robert Staples
MATH1001 04 James Bellon
MATH1001 05 Christopher Jett
MATH1001 06 Robert Staples
MATH1001 LXF David Robinson

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1101  Introduction to Mathematical Modeling 
Course Description:
This course is an introduction to mathematical modeling using graphical, numerical, symbolic, and verbal techniques to describe and explore realworld data and phenomena. Emphasis is on the use of elementary functions to investigate and analyze applied problems and questions, supported by the use of appropriate technology, and of effective communication of quantitative concepts and results. 

Syllabi: 
Summer 2014
MATH1101 01G TBA
MATH1101 02G TBA
Spring 2014
MATH1101 01G Nancy Henderson
MATH1101 02G Barry Rollins
MATH1101 03G Steven Wallace
Fall 2013
MATH1101 01G Nancy Henderson
MATH1101 02G Patcharin Tragoonsirisak
MATH1101 03G Barry Rollins
Summer 2013
MATH1101 01G Nancy Henderson
MATH1101 02G Barry Monk
Spring 2013
MATH1101 01G Nancy Henderson
MATH1101 02G Charles Henderson

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1111  College Algebra 
Course Description:
This course is a functional approach to algebra that incorporates the use of appropriate technology. Emphasis will be placed on the study of functions, their graphs, inequalities, and linear, quadratic, piecewise defined, rational, polynomial, exponential, and logarithmic functions. Appropriate applications will be included. Credit for this course is not allowed if the student already has credit for a highernumbered mathematics course. Credit for this course is not allowed if the student already has credit for MATH 1113 or higher. 

Syllabi: 
Summer 2014
MATH1111 01G TBA
MATH1111 02G James Woods
MATH1111 03G Steven Davis
MATH1111 04G TBA
MATH1111 05G TBA
MATH1111 N01 James Bellon
MATH1111 01 Sheila Rivera
Spring 2014
MATH1111 N01 Ronald Chilluffo
MATH1111 L2V Betty Storey
MATH1111 02 Betty Storey
MATH1111 03 James Bellon
MATH1111 04 James Storey
MATH1111 05 Eula Key
MATH1111 06 Sheila Rivera
MATH1111 07 Sheila Rivera
MATH1111 08 Scott Sykes
MATH1111 09 Carrie Thielemier
MATH1111 L2M Carrie Thielemier
MATH1111 11 Carrie Thielemier
MATH1111 12 Wenyan Zhou
MATH1111 13 Wenyan Zhou
MATH1111 91 Ronald Chilluffo
MATH1111 01G James Woods
MATH1111 02G Karen Rollins
MATH1111 03G Steven Davis
MATH1111 04G James Woods
MATH1111 05G Mary Wolfe
MATH1111 06G David Cook
MATH1111 07G Charles Henderson
MATH1111 08G Robert Seppala
MATH1111 LXV Betty Storey
MATH1111 LXM Carrie Thielemier
Fall 2013
MATH1111 01 Sheila Rivera
MATH1111 01G Steven Davis
MATH1111 02G James Woods
MATH1111 03G Josephine Davis
MATH1111 04G James Woods
MATH1111 05G Mary Wolfe
MATH1111 06G Charles Henderson
MATH1111 L2B Carrie Thielemier
MATH1111 04 James Storey
MATH1111 05 Betty Storey
MATH1111 06 Wenyan Zhou
MATH1111 07 Malcom Devoe
MATH1111 L2L Muhammad Ahmad
MATH1111 09 Wenyan Zhou
MATH1111 10 Betty Storey
MATH1111 11 Eula Key
MATH1111 12 Eula Key
MATH1111 13 Robert Staples
MATH1111 14 Brian Brodsky
MATH1111 15 Wenyan Zhou
MATH1111 18 Carrie Thielemier
MATH1111 19 Carrie Thielemier
MATH1111 20 James Bellon
MATH1111 91 Ronald Chilluffo
MATH1111 92 Ronald Chilluffo
MATH1111 LXB Carrie Thielemier
MATH1111 LXL Muhammad Ahmad
MATH1111 22 Wenyan Zhou
MATH1111 07G Steven Wallace
MATH1111 08G Masoud Naghedolfeizi
Summer 2013
MATH1111 01G Steven Davis
MATH1111 02G Mary Wolfe
MATH1111 03G Josephine Davis
MATH1111 04G James Woods
MATH1111 01 David Robinson
MATH1111 02 Carrie Thielemier
MATH1111 91 Ronald Chilluffo
MATH1111 U01 Scott Sykes
MATH1111 U02 Charles Leach
Spring 2013
MATH1111 N01 James Bellon
MATH1111 01 Brian Brodsky
MATH1111 03 Brian Brodsky
MATH1111 04 Carrie Thielemier
MATH1111 05 Carrie Thielemier
MATH1111 07 Ronald Chilluffo
MATH1111 08 Ronald Chilluffo
MATH1111 09 Scott Sykes
MATH1111 10 Carrie Thielemier
MATH1111 11 Robert Staples
MATH1111 12 Betty Storey
MATH1111 L2R Sheila Rivera
MATH1111 L2A Mary King
MATH1111 15 Mary King
MATH1111 16 Eula Key
MATH1111 L2U Gloria Kittel
MATH1111 18 Eula Key
MATH1111 01G Steven Davis
MATH1111 02G James Woods
MATH1111 03G Josephine Davis
MATH1111 04G Masoud Naghedolfeizi
MATH1111 05G Mary Wolfe
MATH1111 06G Barry Monk
MATH1111 91 Ronald Chilluffo
MATH1111 LXA Mary King
MATH1111 LXR Sheila Rivera
MATH1111 LXU Gloria Kittel

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1113  Precalculus 
Course Description:
This course is designed to prepare students for calculus, physics, and related technical subjects. Topics include an intensive study of algebraic and transcendental functions accompanied by analytic geometry. Credit for this course is not allowed if the student already has credit for MATH 1634. If course is taken through eCore, course is 3 credit hours. 

Syllabi: 
Summer 2014
MATH1113 01G Thomas Gonzalez
MATH1113 02G David Cook
MATH1113 03G Dawit Aberra
MATH1113 04G Abdollah Khodkar
MATH1113 01 William Faucette
MATH1113 01 William Faucette
Spring 2014
MATH1113 01 Robert Staples
MATH1113 01 Robert Staples
MATH1113 02 Robert Staples
MATH1113 02 Robert Staples
MATH1113 03 Brian Brodsky
MATH1113 04 Malcom Devoe
MATH1113 04 Malcom Devoe
MATH1113 05 Karen Smith
MATH1113 05 Karen Smith
MATH1113 06 Carrie Thielemier
MATH1113 06 Carrie Thielemier
MATH1113 07 Brian Brodsky
MATH1113 07 Brian Brodsky
MATH1113 91 Ronald Chilluffo
MATH1113 01G Dawit Aberra
MATH1113 02G Lila Roberts
MATH1113 03G Abdollah Khodkar
MATH1113 04G Barry Monk
MATH1113 05G TBA
MATH1113 06G Masoud Naghedolfeizi
MATH1113 08 Robert Staples
MATH1113 08 Robert Staples
Fall 2013
MATH1113 01G Thomas Gonzalez
MATH1113 02G Thomas Gonzalez
MATH1113 03G Dawit Aberra
MATH1113 04G Amanda Urquhart
MATH1113 05G Abdollah Khodkar
MATH1113 L2B Brian Brodsky
MATH1113 L2B Brian Brodsky
MATH1113 02 Nguyen Hoang
MATH1113 02 Nguyen Hoang
MATH1113 03 Brian Brodsky
MATH1113 03 Brian Brodsky
MATH1113 04 Nguyen Hoang
MATH1113 04 Nguyen Hoang
MATH1113 05 Malcom Devoe
MATH1113 05 Malcom Devoe
MATH1113 06 Robert Staples
MATH1113 06 Robert Staples
MATH1113 L2E Scott Sykes
MATH1113 08 Malcom Devoe
MATH1113 08 Malcom Devoe
MATH1113 09 James Bellon
MATH1113 09 James Bellon
MATH1113 10 Carrie Thielemier
MATH1113 10 Carrie Thielemier
MATH1113 LXB Brian Brodsky
MATH1113 LXB Brian Brodsky
MATH1113 LXE Scott Sykes
MATH1113 U01 Scott Sykes
MATH1113 U01 Scott Sykes
Summer 2013
MATH1113 01G Allison Arnold
MATH1113 02G Amanda Urquhart
MATH1113 03G Dawit Aberra
MATH1113 01 Karen Smith
MATH1113 01 Karen Smith
MATH1113 02 Billy Jackson
MATH1113 02 Billy Jackson
Spring 2013
MATH1113 01 William Faucette
MATH1113 02 William Faucette
MATH1113 02 William Faucette
MATH1113 03 Mingzhi Xuan
MATH1113 03 Mingzhi Xuan
MATH1113 04 Gloria Kittel
MATH1113 04 Gloria Kittel
MATH1113 05 Mingzhi Xuan
MATH1113 06 Carrie Thielemier
MATH1113 06 Carrie Thielemier
MATH1113 07 Nicholas Parry
MATH1113 07 Nicholas Parry
MATH1113 01G Thomas Gonzalez
MATH1113 02G Amanda Urquhart
MATH1113 03G Dawit Aberra
MATH1113 04G Floyd Postell
MATH1113 05G Eze Nwaogu
MATH1113 91 Ronald Chilluffo

Credit Hours:  Lecture: 3.00 to 4.00 Lab: Total: 3.00 to 4.00 
MATH1401  Introduction to Statistics 
Course Description:
This is a course in basic statistics including descriptive methods, distributions, inference, and hypothesis testing. An eCore course only. 

Syllabi: 
Summer 2014
MATH1401 01G Barry Monk
MATH1401 02G TBA
MATH1401 03G TBA
MATH1401 04G TBA
Spring 2014
MATH1401 01G Thomas Gonzalez
MATH1401 02G Barry Monk
MATH1401 03G Jianmin Zhu
MATH1401 04G Karen Watson
MATH1401 05G Thomas Gonzalez
Fall 2013
MATH1401 01G Barry Monk
MATH1401 02G Jianmin Zhu
MATH1401 03G David Cook
MATH1401 04G Karen Watson
MATH1401 05G Barry Monk
Summer 2013
MATH1401 01G Barry Monk
MATH1401 02G Jianmin Zhu
MATH1401 03G Thomas Gonzalez
Spring 2013
MATH1401 01G Barry Monk
MATH1401 02G Jianmin Zhu
MATH1401 03G Karen Watson
MATH1401 04G Sanjeev Arora

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1413  Survey of Calculus 
Course Description:
A survey of the differential and integral calculus of polynomial, rational, exponential and logarithmic functions is given. Detailed applications to problems and concepts from business, economics and life science are covered. 

Syllabi: 
Summer 2014
MATH1413 01 William Faucette
MATH1413 02 Nguyen Hoang
Spring 2014
MATH1413 N01 Muhammad Ahmad
MATH1413 01 Malcom Devoe
MATH1413 02 Malcom Devoe
MATH1413 03 James Storey
MATH1413 04 Abdollah Khodkar
MATH1413 05 Rui Xu
MATH1413 06 Wenyan Zhou
Fall 2013
MATH1413 N01 Abdollah Khodkar
MATH1413 01 Ronald Chilluffo
MATH1413 02 Karen Smith
MATH1413 03 Abdollah Khodkar
MATH1413 04 Karen Smith
MATH1413 05 James Storey
Summer 2013
MATH1413 N01 Abdollah Khodkar
MATH1413 01 William Faucette
MATH1413 02 Fengrong Wei
Spring 2013
MATH1413 N01 James Bellon
MATH1413 01 Brian Brodsky
MATH1413 02 Betty Storey
MATH1413 03 James Storey
MATH1413 04 Nicholas Parry
MATH1413 05 Gloria Kittel
MATH1413 06 Nicholas Parry
MATH1413 07 James Storey
MATH1413 08 Nicholas Parry
MATH1413 09 Gloria Kittel
MATH1413 10 Kyunghee Moon

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH1501  Calculus I 
Course Description:
An eCore course. Topics include functions, limits, continuity, the derivative, antidifferentiation, the definite integral, and applications. 

Syllabi: 
Summer 2014
MATH1501 01G TBA
Spring 2014
MATH1501 01G Allison Arnold
MATH1501 02G Floyd Postell
MATH1501 03G Patcharin Tragoonsirisak
Fall 2013
MATH1501 01G Allison Arnold
MATH1501 02G Floyd Postell
Spring 2013
MATH1501 01G Allison Arnold
MATH1501 02G David Cook

Credit Hours:  Lecture: 4.00 Lab: Total: 4.00 
MATH1634  Calculus I 
Course Description:
The first of a threecourse sequence in calculus. Limits, applications of derivatives to problems in geometry and the sciences (physical and behavioral). Problems which lead to antiderivatives. 

Syllabi: 
Summer 2014
MATH1634 01 Kwang Shin
MATH1634 01 Kwang Shin
MATH1634 02 Rui Xu
MATH1634 02 Rui Xu
Spring 2014
MATH1634 01 William Faucette
MATH1634 02 Brian Brodsky
MATH1634 02 Brian Brodsky
MATH1634 03 Muhammad Ahmad
MATH1634 03 Muhammad Ahmad
MATH1634 04 Nguyen Hoang
MATH1634 04 Nguyen Hoang
MATH1634 05 Muhammad Ahmad
MATH1634 05 Muhammad Ahmad
MATH1634 06 Scott Sykes
MATH1634 06 Scott Sykes
Fall 2013
MATH1634 01 David Robinson
MATH1634 01 David Robinson
MATH1634 02 William Faucette
MATH1634 02 William Faucette
MATH1634 L2E Muhammad Ahmad
MATH1634 L2E Muhammad Ahmad
MATH1634 04 Kwang Shin
MATH1634 04 Kwang Shin
MATH1634 LXE Muhammad Ahmad
MATH1634 LXE Muhammad Ahmad
MATH1634 05 Muhammad Ahmad
MATH1634 05 Muhammad Ahmad
Summer 2013
MATH1634 01 Abdollah Khodkar
MATH1634 01 Abdollah Khodkar
MATH1634 02 Fengrong Wei
MATH1634 02 Fengrong Wei
Spring 2013
MATH1634 L2E Mingzhi Xuan
MATH1634 L2E Mingzhi Xuan
MATH1634 02 Billy Jackson
MATH1634 02 Billy Jackson
MATH1634 03 Mingzhi Xuan
MATH1634 03 Mingzhi Xuan
MATH1634 04 Brian Brodsky
MATH1634 04 Brian Brodsky
MATH1634 05 Billy Jackson
MATH1634 05 Billy Jackson
MATH1634 LXE Mingzhi Xuan
MATH1634 LXE Mingzhi Xuan

Credit Hours:  Lecture: 4.00 Lab: Total: 4.00 
MATH2008  Foundations of Numbers and Operations 
Course Description:
This course is an Area F introductory mathematics course for early childhood education majors. This course will emphasize the understanding and use of the major concepts of numbers and operations. As a general theme, strategies of problem solving will be used and discussed in the context of various topics. 

Syllabi: 
Summer 2014
MATH2008 01 Veena Paliwal
MATH2008 91 Carrie Thielemier
Spring 2014
MATH2008 01 Mohammad Yazdani
MATH2008 02 Mohammad Yazdani
MATH2008 03 Kyunghee Moon
MATH2008 04 Veena Paliwal
Fall 2013
MATH2008 01 Kyunghee Moon
MATH2008 02 Veena Paliwal
MATH2008 03 Veena Paliwal
MATH2008 04 Sheila Rivera
Summer 2013
MATH2008 01 Christopher Jett
MATH2008 91 Sheila Rivera
Spring 2013
MATH2008 01 Kyunghee Moon
MATH2008 02 Robert Staples
MATH2008 03 Christopher Jett
MATH2008 04 James Bellon
MATH2008 05 Mohammad Yazdani

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH2009  Sophomore Seminar 
Course Description:
The impact of mathematics in the real world will be presented in the form of lectures, computer labs, and seminars offered by the department of mathematics faculty. The course includes problem solving sessions involving competition problems (e.g. Putnam, MCM, IMO,...) and the use of the technology and computer Algebra systems, such as Maple and Matlab. The course also explores applications of mathematics to the real world, its history and connection to other sciences through projects and reports. A final exam will assess their understanding of the subject matter discussed throughout the course. 

Syllabi: 
Spring 2014
MATH2009 01 Charles Leach
Spring 2013
MATH2009 01 Michael Gordon

Credit Hours:  Lecture: 1.00 Lab: Total: 1.00 
MATH2063  Introductory Statistics 
Course Description:
(Noncredit for mathematics major or minor). A noncalculus based introduction to methods of descriptive statistics, probability, discrete and continuous distributions, and other fundamental concepts or statistics. variance will be covered. Appropriate technology, a graphing calculator or statistical software package, will be used. 

Syllabi: 
Summer 2014
MATH2063 01 Chulmin Kim
MATH2063 02 Michael Gordon
Spring 2014
MATH2063 N01 James Bellon
MATH2063 01 Chulmin Kim
MATH2063 02 Karen Smith
MATH2063 03 Fengrong Wei
MATH2063 04 Fengrong Wei
MATH2063 05 Chulmin Kim
Fall 2013
MATH2063 01 Fengrong Wei
MATH2063 02 Chulmin Kim
MATH2063 03 Chulmin Kim
MATH2063 04 Karen Smith
MATH2063 05 Karen Smith
MATH2063 06 Fengrong Wei
Summer 2013
MATH2063 01 James Bellon
MATH2063 02 Karen Smith
Spring 2013
MATH2063 N01 Ayona Chatterjee
MATH2063 01 Karen Smith
MATH2063 L2C Fengrong Wei
MATH2063 03 Karen Smith
MATH2063 LXC Fengrong Wei

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH2644  Calculus II 
Course Description:
A continuation of MATH 1634. The definite integral and applications, calculus of transcendental functions, standard techniques of integration, sequences and series. 

Syllabi: 
Summer 2014
MATH2644 01 Nguyen Hoang
MATH2644 01 Nguyen Hoang
Spring 2014
MATH2644 01 David Robinson
MATH2644 01 David Robinson
MATH2644 02 David Robinson
MATH2644 02 David Robinson
MATH2644 03 William Faucette
MATH2644 03 William Faucette
Fall 2013
MATH2644 01 William Faucette
MATH2644 02 William Faucette
MATH2644 03 Rui Xu
MATH2644 03 Rui Xu
Summer 2013
MATH2644 01 William Faucette
MATH2644 01 William Faucette
Spring 2013
MATH2644 01 Rui Xu
MATH2644 01 Rui Xu
MATH2644 L2E David Robinson
MATH2644 L2E David Robinson
MATH2644 03 Rui Xu
MATH2644 03 Rui Xu
MATH2644 LXE David Robinson
MATH2644 LXE David Robinson

Credit Hours:  Lecture: 4.00 Lab: Total: 4.00 
MATH2654  Calculus III 
Course Description:
A continuation of MATH 2644. Topics include functions of two, three, and more variables, multiple integrals, and topics in vector calculus. 

Syllabi: 
Summer 2014
MATH2654 01 Muhammad Ahmad
MATH2654 01 Muhammad Ahmad
Spring 2014
MATH2654 01 Kwang Shin
MATH2654 01 Kwang Shin
Fall 2013
MATH2654 01 Kwang Shin
MATH2654 01 Kwang Shin
Summer 2013
MATH2654 01 Kwang Shin
MATH2654 01 Kwang Shin
Spring 2013
MATH2654 01 Abdollah Khodkar
MATH2654 01 Abdollah Khodkar
MATH2654 2 Kwang Shin
MATH2654 2 Kwang Shin

Credit Hours:  Lecture: 4.00 Lab: Total: 4.00 
MATH2853  Elementary Linear Algebra 
Course Description:
A concrete, applied approach to matrix theory and linear algebra. Topics include matrices and their connection to systems of linear equations, GaussJordan elimination, linear transformations, eigenvalues, and diagonalization. The use of mathematical software is a component of the course. 

Syllabi: 
Summer 2014
MATH2853 01 David Robinson
Spring 2014
MATH2853 01 Kwang Shin
MATH2853 02 Charles Leach
Fall 2013
MATH2853 01 Charles Leach
MATH2853 02 Charles Leach
Summer 2013
MATH2853 01 Kwang Shin
Spring 2013
MATH2853 01 Charles Leach
MATH2853 02 Charles Leach

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3003  Transition to Advanced Mathematics 
Course Description:
A transition course to advanced mathematics. Topics include logic, set theory, properties of integers and mathematical induction, relations, and functions. 

Syllabi: 
Spring 2014
MATH3003 01W Bruce Landman
Fall 2013
MATH3003 01W Charles Leach
Summer 2013
MATH3003 01 Abdollah Khodkar
Spring 2013
MATH3003 01W Charles Leach

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3063  Applied Statistics 
Course Description:
A noncalculus based introductory statistics course in which descriptive statistics, probability, discrete and continuous distributions, hypothesis testing, and confidence intervals are studied. Basic coverage of regression and analysis of variance will be included. Appropriate technology, a graphing calculator, or statistical software package will be used. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3243  Advanced Calculus 
Course Description:
A rigorous introduction to the fundamental concepts of singlevariable calculus. Topics included the real numbers, limits, continuity, uniform continuity, differentiation, integration, and sequences and series. 

Syllabi: 
Summer 2014
MATH3243 01W Michael Gordon
Fall 2013
MATH3243 01W Michael Gordon
Spring 2013
MATH3243 01W Kwang Shin

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3303  Ordinary Differential Equations 
Course Description:
Modeling with and solutions of ordinary differential equations, including operators, Laplace transforms, and series; systems of ODE's, and numerical approximations. 

Syllabi: 
Summer 2014
MATH3303 01 Kwang Shin
Spring 2014
MATH3303 01 Michael Gordon
MATH3303 02 Michael Gordon
Fall 2013
MATH3303 01 Nguyen Hoang
Spring 2013
MATH3303 01 Michael Gordon

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3353  Methods of Applied Mathematics 
Course Description:
Solutions of PDE's using orthogonal function systems. Studies of classical boundaryvalue problems, including the heat equation, wave equation, and potential. Integral transform and numerical methods of solutions. 

Syllabi: 
Fall 2013
MATH3353 01 Michael Gordon
Spring 2013
MATH3353 02 Billy Jackson
MATH3353 03 Kwang Shin

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3413  Survey of Modern Algebra 
Course Description:
A survey of group, ring, and field theory. Topics include algebraic structures on the integers, the real numbers, and the complex numbers; modular arithmetic; the Euclidean Algorithm; group and ring homomorphisms and isomorphisms; and field extensions with applications to constructions. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3703  Geometry for P8 Teachers 
Course Description:
(Noncredit for mathematics major or minor.) Special emphasis for teachers of grades P8. Logic; real numbers; basic and transformational geometry; measurement, including the metric system; problem solving; methods and materials for teaching mathematics at the P8 level. A continuation of MATH 2703. 

Syllabi: 
Summer 2014
MATH3703 01 Mohammad Yazdani
MATH3703 91 Christopher Jett
Spring 2014
MATH3703 01 Kyunghee Moon
MATH3703 02 Kyunghee Moon
MATH3703 03 Sheila Rivera
MATH3703 51 Margaret Davis
MATH3703 04 Margaret Davis
Fall 2013
MATH3703 01 Mohammad Yazdani
MATH3703 02 Mohammad Yazdani
Summer 2013
MATH3703 01 Mohammad Yazdani
Spring 2013
MATH3703 01 Sheila Rivera
MATH3703 02 Sheila Rivera
MATH3703 51 Margaret Davis

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3803  Algebra for P8 Teachers I 
Course Description:
(Noncredit for mathematics major or minor.) Special emphasis for teachers of grades P8. Broadens understanding of the fundamental concepts of algebra, with particular attention to specific methods and materials of instruction. Special emphasis for teachers of grades P8. 

Syllabi: 
Summer 2014
MATH3803 01 Mohammad Yazdani
Spring 2014
MATH3803 01 Mohammad Yazdani
MATH3803 02 Wenyan Zhou
MATH3803 91 Sheila Rivera
MATH3803 03 Margaret Davis
Fall 2013
MATH3803 01 Christopher Jett
MATH3803 02 Christopher Jett
MATH3803 03 Veena Paliwal
MATH3803 51 Margaret Davis
Summer 2013
MATH3803 01 Christopher Jett
MATH3803 91 Sheila Rivera
Spring 2013
MATH3803 N01 Mohammad Yazdani
MATH3803 01 Christopher Jett
MATH3803 03 Kyunghee Moon

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3805  Functions & Modeling 
Course Description:
This is a mathematics course designed to address the unique needs of future teachers of mathematics. It is required of UTEACH math majors and also counts toward their mathematics degree. In the course, students engage in explorations and lab activities designed to strengthen and expand their knowledge of the topics found in secondary mathematics. 

Syllabi: 
Spring 2014
MATH3805 01 Christopher Jett

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH3825  Research Methods 
Course Description:
Specially designed to meet the needs of future teachers, students design and carry out four independent inquiries, which they write up and present in the manner that is common in the scientific community. Course is restricted to UTEACH students. 

Syllabi: 
Spring 2014
MATH3825 01 Julie Talbot
Fall 2013
MATH3825 01 Julie Talbot

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4003  Dynamical Systems 
Course Description:
A computational introduction to dynamical systems. Topics include discrete and continuous systems, bifurcations, stability, and chaos: Julia and Mandelbrot sets, applications to biology and physics. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4013  Numerical Analysis 
Course Description:
The practices and pitfalls of numerical computation. Topics include floating point representations; precision, accuracy, and error; numerical solution techniques for various types of problems; root finding, interpolation, differentiation, integration, systems of linear and ordinary differentiation. 

Syllabi: 
Fall 2013
MATH4013 01 Tuan Vu
Spring 2013
MATH4013 01 William Faucette

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4043  Number Theory 
Course Description:
An indepth study of selected topics in number theory. 

Syllabi: 
Fall 2013
MATH4043 01 Bruce Landman

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4103  Operations Research 
Course Description:
An introduction to linear and nonlinear programming. Topics include the formulation of linear programming models; the simplex method, duality and sensitivity; integer programming, the use of spreadsheets and software applications to solve constrained optimization problems. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4153  Applied Mathematical Modeling 
Course Description:
An introduction to the creation and use of mathematical models. Mathematical techniques will be developed and applied to real systems in areas including chemistry, biology, physics and economics. Students will be expected to make written and oral presentations in a professional manner. This course will emphasize the creation and testing of models and discussions of errors and forecasting. Students will work on projects singly and as part of a group. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4203  Mathematical Probability 
Course Description:
A calculus based statistics course with a strong emphasis on probability theory. Exercises are both theoretical and applied, including both discrete and continuous probability distributions such as the Binomial and Normal. The course provides the underlying theory and mathematically derived techniques of Statistics. Hypothesis testing for various parameters and regression are also discussed in this course. 

Syllabi: 
Spring 2014
MATH4203 01 Chulmin Kim
Summer 2013
MATH4203 01 Fengrong Wei
Spring 2013
MATH4203 01 Fengrong Wei

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4213  Mathematical Statistics 
Course Description:
A continuation of MATH 4203, this course introduces certain discrete and continuous distributions such as the Poisson, Gamma, T and F. The course also provides an introduction to multivariate distributions. Estimation techniques such as the method of moments and maximum likelihood are discussed along with properties such as unbiasedness, efficiency, sufficiency and consistency of estimators. 

Syllabi: 
Fall 2013
MATH4213 01 Chulmin Kim

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4233  College Geometry 
Course Description:
An introduction to Euclidean and nonEuclidean geometries developed with the study of constructions, transformations, applications, and the rigorous proving of theorems. 

Syllabi: 
Spring 2014
MATH4233 01 William Faucette
Spring 2013
MATH4233 01 Michael Gordon

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4253  Real Analysis 
Course Description:
An introduction to measure theory and integration. Topics include metric spaces, measure and integration, elementary functional analysis, and function spaces. 

Syllabi: 
Spring 2014
MATH4253 01 Nguyen Hoang
Spring 2013
MATH4253 01 Tuan Vu

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4313  Advanced Ordinary Differential Equations 
Course Description:
Advanced topics in the theory of ordinary differential equations. Topics include existence theory, linear systems, phase plane analysis, asymptotic behavior of solutions, stability of linear systems, Lyapounov's second method and applications. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4353  Complex Analysis 
Course Description:
A study of the theory of complex functions and their applications, including analytic and elementary functions; derivatives and integrals; The Cauchy Integral Theorem and contour integration; Laurent series; the theory of residues; conformal mapping; and applications. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4363  Partial Differential Equations 
Course Description:
Classical methods used in partial differential equations. Topics include data propagating along characteristics, classification of systems of the first order equation, the method of transforms and separation of variables, and typical applications of the wave and heat equations. 

Syllabi: 
Summer 2013
MATH4363 01 Michael Gordon
Spring 2013
MATH4363 01 Michael Gordon

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4413  Abstract Algebra I 
Course Description:
The first of a twocourse, indepth, rigorous study in topics in the theory of groups, rings and fields. 

Syllabi: 
Spring 2014
MATH4413 01 David Robinson
Fall 2013
MATH4413 01 David Robinson
Summer 2013
MATH4413 01 David Robinson

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4423  Abstract Algebra II 
Course Description:
A continuation of MATH 4413. Topics include linear groups, group representations, rings, factorization, modules, fields, and Galois Theory. 

Syllabi: 
Spring 2014
MATH4423 01 William Faucette

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4473  Combinatorics 
Course Description:
An introduction to combinatorics. Topics include the pigeonhole principle, combinations, permutations, distributions, generating functions, recurrence relations, and inclusionexclusion. 

Syllabi: 
Summer 2014
MATH4473 01 Abdollah Khodkar
Spring 2013
MATH4473 01 David Robinson

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4483  Graph Theory 
Course Description:
An introduction to the fundamental concepts of graph theory. Topics include isomorphisms, Euler graphs, Hamiltonian graphs, graph colorings, trees, networks, planarity. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4513  Linear Algebra I 
Course Description:
The first course in a comprehensive, theoreticallyoriented, twocourse sequence in linear algebra. Topics include vector spaces, subspaces, linear transformations, determinants, and elementary canonical forms. 

Syllabi: 
Spring 2014
MATH4513 01 David Robinson
Fall 2013
MATH4513 01 Charles Leach
Summer 2013
MATH4513 01 Scott Sykes
Spring 2013
MATH4513 01 William Faucette
MATH4513 02 Scott Sykes

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4523  Linear Algebra II 
Course Description:
A continuation of MATH 4513. Topics include rational and Jordan forms, inner product spaces, operators on inner product spaces, and bilinear forms. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4613  Introduction to Topology 
Course Description:
An elementary but rigorous study of the topology of the real line and plane and an introduction to general topological spaces and metric spaces. Emphasis placed on the properties of closure, compactness, and connectedness. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4713  Probability and Statistics for P8 Teachers 
Course Description:
Noncredit for mathematics major or minor. Special emphasis for teachers of grades P8. Broadens understanding of the fundamental concepts of probability and statistics, with particular attention to specific methods and materials of instruction. 

Syllabi: 
Summer 2014
MATH4713 01 Veena Paliwal
Spring 2014
MATH4713 01 Veena Paliwal
MATH4713 02 Veena Paliwal
Fall 2013
MATH4713 01 Kyunghee Moon
MATH4713 02 Kyunghee Moon
MATH4713 03 Mohammad Yazdani
MATH4713 51 Margaret Davis
MATH4713 91 Sheila Rivera
Summer 2013
MATH4713 01 Mohammad Yazdani
MATH4713 91 Sheila Rivera
Spring 2013
MATH4713 N01 Mohammad Yazdani
MATH4713 01 Billy Jackson
MATH4713 02 Billy Jackson
MATH4713 N02 Mohammad Yazdani

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4753  Trigonometry and Calculus for the P8 Teacher 
Course Description:
Noncredit for mathematics major or minor. An introduction to the foundations of trigonometry, analytic geometry, and calculus. Designed especially for teachers of grades P8. Helps promote a better understanding of the content, scope, and sequence of the P12 mathematics curriculum. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4773  Number Theory for P8 Teachers 
Course Description:
Noncredit for mathematics major or minor. Elementary number theory with emphasis on relevance to teaching at the P8 level. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4803  Analysis of Variance 
Course Description:
This course involves a thorough examination of the analysis of variance statistical method including hypotheses tests, interval estimation, and multiple comparison techniques of both singlefactor and twofactor models. Extensive use of a statistical computer package, Minitab, will be a necessary part of the course. 

Syllabi: 
Spring 2014
MATH4803 01 Karen Smith
Spring 2013
MATH4803 01 Karen Smith

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4813  Regression Analysis 
Course Description:
This course involves a thorough examination of both simple linear regression models and multivariate models. The course requires extensive use of statistical software for confidence intervals, statistical tests, statistical plots, and model diagnostics. 

Syllabi: 
Spring 2013
MATH4813 01 Karen Smith

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4823  Applied Experimental Design 
Course Description:
This course provides an introduction to design and analysis of planned experiments. Topics will include one and twoway designs; completely randomized designs, randomized block designs, Latinsquare and factorial designs. Use of technology will be an integral part of this course. 

Syllabi: 
Fall 2013
MATH4823 01 Karen Smith
Summer 2013
MATH4823 01 Karen Smith

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4833  Applied Nonparametric Statistics 
Course Description:
This course will involve the study of several nonparametric tests including the Runs test, Wilcoxon signed rank and rank sum test, Kruskal, Wallis and Friedman F test. These tests will include applications in the biological sciences, engineering, and business areas. A statistical software package will be used to facilitate these tests. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4843  Introduction to Sampling 
Course Description:
This course will consider applied principles and approaches for conducting a sample survey, designing a survey, and analyzing a survey. 

Syllabi: 
Fall 2013
MATH4843 01 Fengrong Wei
Spring 2013
MATH4843 01 Fengrong Wei

Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4853  An Introduction to the History of Mathematics 
Course Description:
The development of mathematics from prehistoric times through late 19th century/early 20th century is explored. Emphasis is given to key people, problems, cultural influences for various historic periods that have shaped what we think of as contemporary mathematics. Prerequisite: Completion of corelevel mathematics, ENGL 1102 or consent of instructor. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4863  Algebra for P8 Teachers II 
Course Description:
Noncredit for mathematics major or minor. A continuation of MATH 3803. Topics include inverse, exponential, and logarithmic functions; systems of equations and inequalities ;matrices and determinants; sequences and series; the Binomial Theorem; and mathematical induction. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4885  Special Topics in Applied Statistics 
Course Description:
This course will be taught from a variety of statistical topics such as statistical quality control, applied time series, game theory, etc. Prerequisite: Dependent upon course title. 

Syllabi:  
Credit Hours:  Lecture: 3.00 Lab: Total: 3.00 
MATH4983  Senior Project 
Course Description:
A facultydirected independent research project culminating in the writing of a paper and an oral presentation of the results of the project. Prerequisite: Senior standing as a mathematics major. 

Syllabi: 
Summer 2014
MATH4983 01 Charles Leach
MATH4983 02 David Robinson
MATH4983 03 William Faucette
Spring 2014
MATH4983 01 William Faucette
MATH4983 02 Michael Gordon
Fall 2013
MATH4983 01 Scott Sykes
MATH4983 02 David Robinson
Summer 2013
MATH4983 01 Charles Leach
MATH4983 02 Fengrong Wei
MATH4983 03 David Robinson
Spring 2013
MATH4983 01 Scott Sykes
MATH4983 02 Charles Leach
MATH4983 03 Karen Smith
MATH4983 04 Abdollah Khodkar
MATH4983 05 Fengrong Wei

Credit Hours:  Lecture: 1.00 Lab: Total: 1.00 
MATH4985  Special Topics in Mathematics 
Course Description:
Courses in selected areas upon demand. Titles will be specified at time of offering. 

Syllabi: 
Summer 2014
MATH4985 01 Michael Gordon

Credit Hours:  Lecture: Lab: 1.00 to 3.00 Total: 1.00 to 3.00 