Mathematics impacts all sectors of society, and those with a mastery of numbers and mathematical concepts have a huge competitive advantage.

As a math major at FSC, you’ll go beyond classroom learning and engage in research with faculty and on your own that will prepare you for some of today’s most innovative, challenging, and lucrative careers.

Top Reasons to Choose FSC for Mathematics

  • Your senior seminar gives you the opportunity to go beyond the typical curriculum and work closely with a faculty member on a self-designed project.
  • Model theory, knot theory, graph theory, coding theory, geometric group theory—FSC’s math faculty specialize in a broad range of areas and topics.
  • At FSC, you’re guaranteed an internship so you can see firsthand what it means to use math for a living.

Engaged Learning in the Classroom

In your mathematics classes, you’ll use all sorts of active learning techniques—response clickers, MAPLE (a computer algebra system) graphing calculators, applied projects, and numerous other methods to engage students.

Course Information

As a mathematics major, you’ll complete Calculus I, II, and III, Linear Algebra and Proof Techniques. You can then choose from a list of courses including Differential Equations, Probability and Statistics, Algebraic Structures, and Elementary Analysis, as well as selected topics offered by the department.

Get complete descriptions of all our mathematics courses  

Related Major

Departmental Clubs & Organizations

FSC sponsors chapters of Kappa Mu Epsilon, a mathematics honor society, and of the Mathematical Association of America, a mathematical interest club.

Graduate & Professional Opportunities

Our students go on to graduate school to earn advanced degrees in mathematics, mathematics education, and engineering. Our graduates also work in a range of industries and positions.

Start the Conversation
and Contact…

Dr. Daniel Jelsovsky
863.680.3748
djelsovsky@flsouthern.edu

 

Program Requirements

Mathematics Major Requirements

A. General Education Requirements 40 hours
B. Major Requirements 46 hours
CSC 2231 Programming and Data Structures I
MAT 2311 Calculus I with Plane Analytic Geometry
MAT 2312 Calculus II with Plane Analytic Geometry
MAT 2505 Linear Algebra
MAT 3205 Proof Techniques
MAT 3313 Calculus III with Solid Analytic Geometry
MAT 4205 Algebraic Structures
or  
MAT 4315 Elementary Analysis
MAT 4999 Mathematics Senior Seminar

Sixteen hours from the following if not taken above:

MAT 3350 Differential Equations
MAT 3442 Probability and Statistics
MAT 4205 Algebraic Structures
MAT 4315 Elementary Analysis
MAT 4630 Selected Topics in Mathematics
MAT 4645 Selected Topics in Computer Science and Mathematics
C. Bachelor of Arts Degree Requirements 20 hours
or  
D. Bachelor of Science Degree Requirements 12 hours
E. Electives 18-26 hours
F. Total 124 hours

For a complete listing of requirements, please refer to the
Academic Catalog  

Mathematics Minor Requirements

To earn a minor in mathematics you will need to complete twenty hours chosen from the following courses successfully.

MAT 2311 Calculus I with Plane Analytic Geometry
MAT 2312 Calculus II with Plane Analytic Geometry
MAT 2505 Linear Algebra
MAT 3205 Proof Techniques
MAT 3313 Calculus III with Solid Analytic Geometry
MAT 3350 Differential Equations
MAT 3442 Probability and Statistics
MAT 4205 Algebraic Structures
MAT 4315 Elementary Analysis
MAT 4630 Selected Topics in Mathematics
MAT 4645 Selected Topics in Mathematics and Computer Science

 

Course Descriptions

MAT 1007 SOCIAL WORLD ALGORITHMS
Four hours. A study of various areas of modern mathematics with applications to the social world. Topics include voting, graph theory, fractal geometry, population growth models, and statistical sample bias. Gen Ed: SW (Aw, An), Qn

MAT 1047 PRECALCULUS
Four hours. A study of polynomial, rational, exponential, logarithmic, and trigonometric functions and coordinate geometric techniques. Gen Ed: Qn

MAT 2022 ELEMENTARY STATISTICS
Four hours. Students use statistical methods to analyze data from real world situations and make inferences. These methods involve descriptive analysis, probability distributions, correlation, linear regression, the Central Limit Theorem, confidence intervals, and hypothesis testing. Gen Ed: Qn

MAT 2032 BIOSTATISTICS
Four hours. Applied statistical tools for analysis and decision making with applications for biology, environmental and agricultural sciences. Statistical terminology, collection and presentation of data, probability distributions, sampling, experimental design, parametric and nonparametric procedures, regression, correlation and analysis of variance. Class demonstrations of analysis using statistical software. Gen Ed: Qn

MAT 2050 APPLIED CALCULUS
Four hours. Prerequisite: Competency in algebra or permission of the instructor. Basic analytic geometry; differentiation and integration of single variable functions; optimization and other applications of single variable calculus, differentiation and integration of multi-variable and trigonometric functions; differential equations, with emphasis on applications to real world problems. Gen Ed: Qn

MAT 2100 DISCRETE STRUCTURES
Four hours. Same as CSC 2100. An introduction to discrete mathematics. Topics include logic, set theory, basic proofs, mathematical induction and recursion, counting principles and probability.

MAT 2311 CALCULUS I WITH PLANE ANALYTIC GEOMETRY
Four hours. The study of differentiation and integration of algebraic and transcendental functions. Applications of differentiation, Mean Value Theorem, maximum/minimum, problems and The Fundamental Theorem of Calculus. Topics in plane analytic geometry. Use of computer algebra system (CAS) required. Gen Ed: Qn

MAT 2312 CALCULUS II WITH PLANE ANALYTIC GEOMETRY
Four hours. Prerequisite: MAT 2311. Continuation of MAT 2311. Techniques and applications of integration, Simpson's and Trapezoidal Rules, improper integrals, infinite series, and Taylor expansions of functions. Use of a computer algebra system required. Gen Ed: Qn

MAT 2505 LINEAR ALGEBRA
Four hours. Prerequisites: MAT 2312. The study of matrices, solution of homogeneous and non-homogeneous systems of equations, vector spaces, linear mappings, determinants, eigenvalues, and eigenvectors.

MAT 3205 PROOF TECHNIQUES
Four hours. Prerequisite: MAT 2312. An introduction to the logic and methods of higher mathematics, emphasizing critical thinking and basic proof techniques.

MAT 3313 CALCULUS III WITH SOLID ANALYTIC GEOMETRY
Four hours. Prerequisite: MAT 2312. Solid analytic geometry, vector calculus. partial differentiation, and multiple integrals. Use of computer algebra system (CAS) required. Gen Ed: Qn

MAT 3350 DIFFERENTIAL EQUATIONS
Four hours. Prerequisite: MAT 2312. Students use qualitative, numerical, and analytical techniques to study solutions of ordinary differential equations and systems of ordinary differential equations. Topics include analytic methods for solving separable and linear differential equations, numeric methods, existence and uniqueness theorems, systems of linear differential equations, stability of autonomous systems, discrete dynamical systems, and chaos. Use of a computer algebra system is required.

MAT 3442 PROBABILITY AND STATISTICS
Four hours. Prerequisites: MAT 3313 and 3205. Study of probability models, random variables, discrete and continuous distributions, sampling estimation, multivariate random variables, hypothesis testing and confidence intervals.

MAT 4205 ALGEBRAIC STRUCTURES
Four hours. Prerequisite: MAT 3205. This course explores the basic properties of the fundamental structures found so very useful to algebraists, notably, rings, fields, and groups. It also entails a significant collaborative research and problem-solving capstone experience.

MAT 4315 ELEMENTARY ANALYSIS
Four hours. Prerequisites: MAT 3313 and 3205. The beginning study of analysis including countability, sequences, convergence, limits, continuity, and differentiation.

MAT 4630 SELECTED TOPICS IN MATHEMATICS
Two or Four hours. Prerequisite: Permission of instructor. Covers contemporary topics at an advanced level in mathematics (such as graph theory, group theory, knot theory, linear algebra, logic, modern algebra, real analysis, topology). Course may be repeated for credit with a different topic.

MAT 4645 SELECTED TOPICS IN COMPUTER SCIENCE AND MATHEMATICS
Two or Four hours. Same as CSC 4645. Prerequisite: Permission of instructor. Covers contemporary topics at an advanced level in applied mathematics and computer science. (For example: numerical methods, graph theory.) Course may be repeated for credit with a different topic.

MAT 4999 MATHEMATICS SENIOR SEMINAR
Two hours. This research course entails a student initiated and faculty directed development of a paper, topic, or solution of a problem in mathematics at a level substantially above or beyond that of the coursework in the major. In particular, the student will select a faculty director who will supervise the student in research of an approved topic or solution of an approved problem.