| CS 1320 | Computer Science II |
CS 1320 (COSC 1337) Computer Science II (2-2). Students are introduced to the fundamental concepts of object-oriented programming including concepts and techniques of object-oriented programming. This course introduces students to objects classes constructors methods object inheritance and polymorphism from a practical and hands-on approach. Prerequisite: CS 1309. |
| CS 1320 | Computer Science II Lab |
CS 1320 (COSC 1337) Computer Science II (2-2). Students are introduced to the fundamental concepts of object-oriented programming including concepts and techniques of object-oriented programming. This course introduces students to objects classes constructors methods object inheritance and polymorphism from a practical and hands-on approach. Prerequisite: CS 1309. |
| CS 3306 | ST: Python Programming |
CS 3306 Special Topics (3-0). Discussion of selected topics in computer science suitably for upper division students. The course may be repeated with different topics. Offered when needed. Prerequisite: Permission of the instructor. |
| CSAT 2307 | Introduction to Audio |
CSAT 2307 Introduction to Audio (2-2). Students learn the fundamentals of the physics of sound and basic recording and editing techniques. |
| CSAT 3360 | User Interface Prog |
CSAT 3360 User Interface Programming (3-0). Programming related to interactive displays interfaces and environments for controlling a variety of computer applications including games and communication and other programs including human- computer interface applications. Prerequisite: CS 2315 |
| CSAT 4311 | Capstone II |
CSAT 4311 Capstone II (2-2). Continuation of Senior Capstone. Students complete a collaborative video game project and present a working product and business plan. Prerequisite: CSAT 4310 |
| CSST 3322 | Secure Program Practices |
CSST 3322 Secure Programing Practices (3-0). This course provides students with an understanding of the characteristics of secure programs and the ability to implement programs that are free from vulnerabilities. It addresses robust programming defensive programming and programming flaws. Prerequisite CS 1320 (may be concurrent). |
| CSST 4374 | Network Defense |
CSST 4374 Network Defense (3-0.) This course provides students with knowledge of the methods of analyzing and mitigating threats coming from inside or outside the network. It addresses network protocols security devices security services configuration and packet capture and analysis. Prerequisite: CSST 3310 |
| MATH 1314 | College Algebra |
MATH 1314 (MATH 1314) College Algebra (3-0). In-depth study and applications of polynomial rational radical exponential and logarithmic functions and systems of equations using matrices. Additional topics such as sequences series probability and conics may be included. |
| MATH 1316 | Plane Trigonometry |
MATH 1316 (MATH 1316) Plane Trigonometry (3-0). In-depth study and application of trigonometry including definitions identities inverse functions solutions of equations graphing and solving triangles. Additional topics such as vectors polar coordinates and parametric equations may be included. Prerequisite: Math 1314 or consent of instructor. |
| MATH 1332 | Contemporary Mathematics |
MATH 1332 (MATH 1332) Contemporary Mathematics (3-0). This course is an introduction to a selection of college-level math topics. This course typically covers topics selected from the following: problem-solving counting the real number system sets geometry solutions of linear and quadratic equations elementary probability financial math the mathematics of voting and fair division. |
| MATH 1342 | Elementary Stat Methods |
MATH 1342 (MATH 1342) Elementary Statistical Methods (3-0). Collection analysis presentation and interpretation of data and probability. Analysis includes descriptive statistics correlation and regression confidence intervals and hypothesis-testing. Use of appropriate technology is recommended. |
| MATH 2303 | IS: Linear Algebra |
MATH 2303 Individual Studies (3-0). Independent study of selected topics in mathematics. This course may be repeated during different semesters. Prerequisite: Permission of instructor. |
| MATH 2310 | Foundations Elementary Math I |
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| MATH 2310 | Foundations Elementary Math I |
MATH 2310 Foundations of Elementary Mathematics I (3-0). First course in required mathematics content sequence for preservice elementary and middle school teachers. Topics include problem-solving techniques reasoning study of sets systems of numeration natural numbers integers number theory and rational numbers. Emphasis on problem-solving as a pedagogical tool with integration of manipulative-based explorations. Offered fall. Prerequisites: Satisfactory completion Math 1315 or Math 1342 with a grade of C or better; or equivalent advanced credit placement. |
| MATH 2311 | Foundations Elementary Math II |
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| MATH 2311 | Foundations Elementary Math II |
MATH 2311 Foundations of Elementary Mathematics II (3-0). Second course in the mathematics content sequence for preservice elementary and middle school teachers. Topics include: fraction operations decimals real numbers ratio and proportion percent basic notions of geometry measurement and basic probability and statistics. Offered spring. Prerequisites: Satisfactory completion of Math 2310 with a grade of C or better. |
| MATH 2318 | Linear Algebra |
MATH 2318 Linear Algebra (3-0). Systems of linear equations, matrices, determinants, vector spaces, quadratic forms, linear transformations, eigenvalues and eigenvectors, and applications in science and engineering. Prerequisite: MATH 1316 or MATH 2413. |
| MATH 2413 | Calculus I |
Topics include limits and continuity, the derivative, techniques for differentiation of algebraic, logarithmic, exponential and trigonometric functions applications of the derivative and anti-differentiation. Offered fall. Prerequisite: Math 1314 and Math 1316 or consent of instructor. |
| MATH 2413 | Calculus I Lab |
Topics include limits and continuity, the derivative, techniques for differentiation of algebraic, logarithmic, exponential and trigonometric functions applications of the derivative and anti-differentiation. Offered fall. Prerequisite: Math 1314 and Math 1316 or consent of instructor. |
| MATH 2414 | Calculus II |
MATH 2414 (MATH 2414) Calculus II (3-2). Topics include the definite integral and its applications techniques of integration improper integrals Taylor's formula and infinite series. Offered spring. Prerequisite: Math 2413 |
| MATH 2414 | Calculus II L01 |
MATH 2414 (MATH 2414) Calculus II (3-2). Topics include the definite integral and its applications techniques of integration improper integrals Taylor's formula and infinite series. Offered spring. Prerequisite: Math 2413 |
| MATH 2414 | Calculus II Lab |
MATH 2414 (MATH 2414) Calculus II (3-2). Topics include the definite integral and its applications techniques of integration improper integrals Taylor's formula and infinite series. Offered spring. Prerequisite: Math 2413 |
| MATH 3301 | Geometry |
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| MATH 3301 | Geometry |
MATH 3301 Geometry (3-0). Modern formal development of Euclidean geometry with congruences and constructions. Introduction to other geometries as time permits. Prerequisite: MATH 2311/MTH 3309, MATH 2413, or permission of instructor. |
| MATH 3305 | History of Mathematics |
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| MATH 3305 | History of Mathematics |
MATH 3305 History of Mathematics (3-0). Biographies of mathematicians along with an exploration of the chronological development of important ideas in mathematics. Prerequisite: MATH 2413. Equivalent courses: MTH 3305 |
| MATH 3306 | ST: Graph Theory |
MATH 3306 Special Topics (3-0). Discussion of selected topics in mathematics. Course may be repeated as topics vary. Prerequisite: permission of instructor. |
| MATH 3306 | ST: Knot Theory |
MATH 3306 Special Topics (3-0). Discussion of selected topics in mathematics. Course may be repeated as topics vary. Prerequisite: permission of instructor. |
| MATH 3307 | Differential Equations |
MATH 3307 Differential Equations (3-0). First-order differential equations, linear differential equations of higher order, systems of linear differential equations, and applications. Prerequisite: MATH 2414. Equivalent courses: MTH 3307 |
| MATH 3330 | Number Theory & Cryptography |
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| MATH 3340 | Foundations Of Higher Math |
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| MATH 3340 | Foundations Of Higher Math |
MATH 3340 Foundations of Higher Mathematics (3-0). Organization and structure of mathematical thought. Writing and evaluating proofs. Topics include propositional logic, set theory, functions, sequences, relations, number theory, and graph theory. Prerequisite: MATH 2311 / MTH 3309 or MATH 2414. |
| MATH 3415 | Calculus III |
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| MATH 3415 | Calculus III |
MATH 3415 Calculus III (3-2). Calculus of functions of several variables, including partial derivatives, multiple integrals, and vector calculus. Prerequisite: MATH 2414 with a C or better. |
| MATH 3415 | Calculus III Lab |
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| MATH 3415 | Calculus III Lab |
MATH 3415 Calculus III (3-2). Calculus of functions of several variables, including partial derivatives, multiple integrals, and vector calculus. Prerequisite: MATH 2414 with a C or better. |
| MATH 4301 | Modern Abstract Algebra |
MATH 4301 Modern Abstract Algebra I (3-0). Congruence classes, group theory and its applications to number theory and geometry, introduction to rings, integral domains, and fields. Prerequisite: MATH 2318 and MATH 3301 / MTH 3301 or permission of instructor. |
| MATH 4303 | Individual Studies: Analysis I |
MATH 4303 Individual Studies (3-0). Independent study of selected topics in mathematics. This course may be repeated during different semesters. Prerequisite: Permission of instructor. |
| MATH 4320 | Real Analysis |
MATH 4320 Real Analysis (3-0). Topology of the real line, sequences, series, continuity, and differentiation. Prerequisite: MATH 2414. |
| MATH 4360 | Complex Variables I |
MATH 4360 Complex Variables I (3-0). An introductory course covering functions of one complex variable. Topics will include: the algebra of complex numbers geometry in the complex plane polar representation of complex numbers analytic functions mappings continuity differentiability Cauchy-Riemann equations elementary functions of a complex variable contour integrals and the Cauchy integral formula. Rotated with 4320 and 4330. Prerequisite: Math 2415 |
| MATH 4390 | Senior Project |
MATH 4390 Senior Project (3-0). Directed individual studies in a mathematical topic of interest to the student. Emphasis on written and oral communication. Prerequisite: Completion of any 4000-level course with a C or better or permission of instructor. |
