UT Tyler

UT Tyler Department of Mathematics

Syllabi

Syllabi for the Fall 2018 semester are available here. Syllabi for previous semesters can be requested by contacting the math department.

Course Number Files   Name Instructor

Hnrs 2413.001

PDF

 

Honors Calculus I

K. Archer

Math 1314.001

PDF

 

College Algebra

G. Kambhampati

Math 1324.001

PDF

 

Mathematics for Business and Economics I

D. Armstrong

Math 1332.001

PDF

 

Mathematics for Liberal Arts Majors I

F. Meza

Math 1332.002

PDF

 

Mathematics for Liberal Arts Majors I

F. Meza

Math 1332.003

PDF

 

Mathematics for Liberal Arts Majors I

F. Meza

Math 1342.001

PDF 

 

Statistics I

S. Graves

Math 1342.002

PDF

 

Statistics I

S. Graves

Math 1342.003

PDF

 

Statistics I

R. Beckham

Math 1342.004

PDF

 

Statistics I

F. Meza

Math 1342.005

PDF

 

Statistics I

D. Koslover

Math 1342.006

PDF

 

Statistics I

G. Kambhampati

Math 1342.007

PDF

 

Statistics I

G. Kambhampati

Math 1342.008

PDF 

 

Statistics I

N. Bailey

Math 1342.009

PDF

 

Statistics I

N. Bailey

Math 1342.010

PDF

 

Statistics I

M. Pressley

Math 1342.029

PDF

 

Statistics I (Honors Section)

N. Bailey

Math 1343.001

PDF

 

Statistics II

C. Chappa

Math 1350.001

PDF

 

Concepts of Modern Math I

R. Beckham

Math 1351.001

PDF

 

Concepts of Modern Math II

F. Meza

Math 2113.001

PDF

 

Calculus I Computer Lab

D. Milan

Math 2113.002

PDF

 

Calculus I Computer Lab

D. Milan

Math 2114.001

PDF

 

Calculus II Computer Lab

D. Milan

Math 2312.001

PDF

 

Precalculus

G. Kambhampati

Math 2312.002

PDF

 

Precalculus

D. Koslover

Math 2312.003

PDF

 

Precalculus

G. Kambhampati

Math 2312.004

PDF

 

Precalculus

D. Koslover

Math 2312.005

PDF

 

Precalculus

D. Koslover

Math 2325.001

PDF

 

Functions and Modeling

N. Smith

Math 2330.001

PDF

 

Discrete Structures

N. Smith

Math 2413.001

PDF

 

Calculus I

N. Bailey

Math 2413.002

PDF

 

Calculus I

R. Roy

Math 2413.003

PDF

 

Calculus I

R. Roy

Math 2413.004

PDF

 

Calculus I

K. Archer

Math 2414.001

PDF

 

Calculus II

S. Davis

Math 2414.002

PDF

 

Calculus II

S. Davis

Math 3104.001

PDF

 

Multivariate Calculus Lab

D. Milan

Math 3203.001

PDF

 

Matrix Methods in Science and Engineering

D. Milan

Math 3203.002

PDF

 

Matrix Methods in Science and Engineering

R. Roy

Math 3305.001

PDF 

 

Ordinary Differential Equations

K. Anders

Math 3305.002

PDF 

 

Ordinary Differential Equations

K. Anders

Math 3315.001

PDF

 

Linear Algebra and Matrix Theory

S. Graves

Math 3345.001

PDF

 

Analysis I

A. Bearden

Math 3351.001

PDF

 

Probability and Statistics for Engineers and Scientists

C. Graves

Math 3351.002

PDF

 

Probability and Statistics for Engineers and Scientists

C. Graves

Math 3404.001

PDF

 

Multivariate Calculus

A. Bearden

Math 3404.002

PDF

 

Multivariate Calculus

A. Bearden

Math 3404.029

PDF

 

Multivariate Calculus (Honors Section)

S. LaLonde

Math 3425.001

PDF

 

Foundations of Mathematics

D. Milan

Math 4160.001

PDF

 

Senior Seminar I

S. LaLonde

Math 4161.001

PDF

 

Senior Seminar II

S. LaLonde

Math 4301.001

PDF 

 

Number Theory

K. Anders

Math 4350.001

PDF

 

Theory of Probability

C. Graves

Math 4373.001

PDF

 

Partial Differential Equations

R. Beckham

Math 5301.001

PDF

 

Number Theory

K. Anders

Math 5341.001

PDF

 

Real Analysis I

S. LaLonde

Math 5351.001

PDF

 

Mathematical Probability

N. Smith

UT Tyler