# Courses

## MATH 111 Math Models/Management Science

Theory and application of several mathematical models used in business and social sciences. Topics include matrices, linear programming, functions, limits, and derivatives. May not be taken if credit has been received for Mathematics 112 or higher. Lecture: 3 hrs/wk.
**1 Unit **

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | C. Staniunas | M/W/F 8:30AM-9:30AM | |

B | R. Reakes | M/W 2:20PM-3:50PM |

## MATH 115 Quantitative Biology

This course provides a continuation of the statistics knowledge gained in INQ 240, focused for students intending to pursue a degree in the biological sciences, along with an introduction to calculus and mathematical modeling. Students will learn how to apply appropriate models and statistical tests to a variety of situations and will learn how to research other modes and tests out there to apply to their own research in the future. A focus of the course is using real data from past work done by the biology faculty and students and on reading and understanding the models and statistics found in biological journals. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- INQ-240 or HNRS-240. Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | M. Rahmoeller | M/W/F 10:50AM-11:50AM |

## MATH 119 Integral Calculus

An introduction to calculus focusing on the Fundamental Theorem of Calculus, development of definite and indefinite integrals, and applications of integration including area and volume. Review of topics of precalculus and trigonometry are integrated throughout the calculus material. (Credit cannot be received for both MATH 119 and MATH 121)
**1 Unit **

#### Requisites

- MATH-118. Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | C. Staniunas | M/W/F 10:50AM-11:50AM | |

B | J. Minton | M/W/F 12:00PM-1:00PM |

## MATH 122 Calculus II

The analysis of integrals, sequences and series, and their applications for functions of one or more variables. Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-121 or MATH-119 Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | A. Childers | M/W/F 10:50AM-11:50AM | |

B | D. Taylor | M/W/F 12:00PM-1:00PM |

## MATH 122L Calculus II Lab

Calculus II Laboratory

#### Requisites

- Take MATH-122 Must be taken either prior to or at the same time as this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

1 | D. Taylor | Th 8:30AM-10:00AM |

## MATH 131 Discrete Mathematics

Set theory, number systems, formal logic, functions and relations, and graph theory. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-121 or MATH-118 Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | C. Lee | M/W/F 1:10PM-2:10PM |

## MATH 201 Linear Algebra

Linear equations, matrices, vector spaces, linear mappings, determinants, quadratic forms, geometric applications. Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-122 Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | H. Robbins | M/W/F 2:20PM-3:20PM |

## MATH 205 Research Experience

A research project in mathematics, may be repeated for credit. (1/2)
**1/2 Unit **

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | A. Childers |

## MATH 278 Foundations of Geometry

A review of Euclidean geometry and an introduction to non-Euclidean geometries, with a special focus on the theoretical framework of various geometric systems. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-131. Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | M. Rahmoeller | M/W/F 9:40AM-10:40AM |

## MATH 311 Operations Research

This course provides an introduction to Operations Research: a mathematical approach to decision making based on optimization. Topics include the simplex method, sensitivity analysis, duality, transportation problems, and network models. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-201 Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | C. Lee | T/Th 10:10AM-11:40AM |

## MATH 332 Applied Differential Equations

Series solutions of differential equations. Bessel functions, Legendre polynomials, Fourier series, partial differential equations, boundary value problems. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-331 Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | R. Minton | M/W 2:20PM-3:50PM |

## MATH 371 Topology

Topological spaces, functions, mappings, connectedness, compactness, and metric spaces. (1) Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- MATH-131 and MATH-201; students are strongly encouraged Must be taken prior to taking this course.
- to have completed their Transitions Course requirement
- before enrolling for this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | H. Robbins | M/W/F 1:10PM-2:10PM |

## MATH 491 Math Seminar

Advanced topics in pure and applied mathematics, presentation of math projects,topics in the history of math. Lecture: 3 hrs/wk.
**1 Unit **

#### Requisites

- Two of MATH-361, MATH-371, MATH-381. Must be taken prior to taking this course.

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | C. Lee | T/Th 1:10PM-2:40PM |

## MATH 496 Honors Project

A program of independent study culminat ing in a paper, artistic creation, or pe rformance.
**1 Unit **

#### Offerings

Section | Instructor | Time | Comments |
---|---|---|---|

A | K. Saoub |