| MATH100 | Developmental Mathematics | Developmental Mathematics is designed to prepare students for courses which have basic algebra and geometry prerequisites. The course reviews arithmetic, basic algebraic operations, and basic geometry and provides the mathematical experience necessar... |
| MATH107 | Algebra Co-Requisite for Introductory Statistics | The purpose of Algebra Co-Requisite for Introductory Statistics is to improve students' basic arithmetic and algebra skills as they are needed while the student is enrolled in Math 108: Introductory Statistics. The course does not satisfy any mathema... |
| MATH108 | Introductory Statistics | An introductory course designed to meet the needs of students in biology, business, economics, education, nursing, psychology, and sociology. Sample and theoretical frequency distributions, data dispersion and central tendency, estimation, hypothesis... |
| MATH110 | Finite Mathematics | Covers some topics of modern mathematics including principles of counting, probability, matrices, linear programming, and mathematics of finance with applications to biology, business, economics, and other social sciences. Meets Core credit for math/... |
| MATH111 | Precalculus | A study of functions, functional notation, trigonometric functions, logarithmic and exponential functions. Preparation for calculus. |
| MATH150 | Reading Euclid | In this course students will read and understand a significant portion of Euclid's Elements with an eye to understanding the process of deducing results from a set of axioms through rigorous proof. They will also explore compass and straightedge cons... |
| MATH201 | Applied Calculus I | This is the first course in the Calculus with Applications sequence for non-mathematics majors. Functions, limits, derivatives and techniques of differentiation with applications to natural, social and management sciences are studied. Meets Core cr... |
| MATH202 | Applied Calculus II | A continuation of Math 201. Techniques of integration and multivariate calculus with applications to natural, social and management sciences are studied. |
| MATH205 | Calculus I | This is the first course in the Calculus sequence for science and math majors. The focus is on theory and techniques for limits, derivatives, antiderivatives and definite integrals, and their applications. Meets Core credit for math/logic. |
| MATH206 | Calculus II | This is the second course in the Calculus sequence for science and math majors. The focus is on transcendental functions and their applications, techniques of integration, indeterminate forms and improper integrals, and an introduction to infinite se... |
| MATH217 | Theory of Arithmetic and Geometry | A study of the mathematical theories and concepts underlying intermediate arithmetic and geometry. Topics include number theory, number systems, elementary probability, geometry, estimation, mathematical reasoning, problem solving, and communication.... |
| MATH218 | Geometry for Middle Grades Teachers | A study of mathematical concepts and procedures for teaching in the middle schools. Topics include knowledge of the NCTM Standards, 3- dimensional geometry, axiomatic systems, experimental probability, algebra, algorithmic techniques, and technology.... |
| MATH223 | Discrete Mathematics I | An introduction to set theory, logic, relations, functions, sequences, algorithms, number theory, and combinatorics. Meets Core credit for math/logic. |
| MATH224 | Discrete Mathematics II | A continuation of Math 223. A further exploration of foundational discrete structures and their applications to computer science. Topics include recurrence relations, graph theory, tree structures, and network models. |
| MATH230 | Mathematical Modeling | This course is an introduction to the elements of mathematical modeling. It presents application-driven mathematical methods motivated by problems from within and outside of mathematics, exemplifies the usefulness of mathematics in problem solving an... |
| MATH250 | Mathematical Proof | An introduction to the elements of mathematical proofs. Various forms and techniques of writing mathematical proofs are covered. |
| MATH305 | Calculus III | A study of infinite series, power series, solid analytical geometry, and multivariate calculus. |
| MATH307 | Linear Algebra | A study of vector spaces, linear transformations, determinants, and matrices. |
| MATH308 | Operations Research | An introduction to the theory and computer assisted solution of problems in operations research, such as Markov chains, replacement models, inventory models, queuing theory, linear programming, and transportation models. |
| MATH309 | History of Mathematics | A survey of the historical development of mathematics through the calculus, together with problems appropriate to the topics and period being studied. |
| MATH309HN | History of Mathematics: Honors Contract | No Description Set |
| MATH311 | Modern Geometry | A study of fundamental geometric properties such as straightness, symmetry, congruency, and parallelism as they exist in planes and other surfaces. |
| MATH313 | Differential Equations | An introductory course in elementary differential equations with applications to geometry, chemistry, physics, and the life and social sciences. Some topics include exactness, Bernoulli's equations, differential operators, and Laplace transform. |
| MATH317 | Probability | A study of the fundamental concepts of probability theory, discrete and continuous probability functions, independence, conditional probability, Bayes' theorem, joint densities, and mathematical expectations. |
| MATH318 | Mathematical Statistics | Introduction to the theory and applications of mathematical statistics, moment generating functions, central limit theorem, estimation, and hypothesis testing. |
| MATH319 | Number Theory | An introductory course in the fundamentals of number theory. Emphasis on proof techniques, Euclidean algorithm, primes, congruencies, continued fractions, and Euler Phi function, with applications to computer science, cryptography, and mathematics ed... |
| MATH320 | Financial Mathematics | Introduction to the fundamental concepts of financial mathematics, and how these concepts are applied in calculating present and accumulated values for various streams of cash flows as a basis for future use in: reserving, valuation, pricing, asset/l... |
| MATH341 | Applied Regression Analysis | The student will learn to execute three major steps in the data analysis process: to identify the appropriate statistical technique for a given research problem; to conduct analyses (one-sample, dependent-samples, and independent-samples t tests, one... |
| MATH415 | Abstract Algebra | An introduction to abstract algebraic systems through the study of groups, rings, and fields. |
| MATH417 | Real Analysis | The real number system, indeterminate forms, partial differentiation, infinite series, and multiple and improper integrals are treated more rigorously than in the elementary calculus course. |
| MATH450 | Seminar | Various topics in mathematics will be investigated. Content will vary depending upon the interests and needs of the students. Students, invited speakers, and faculty will present topics. May be repeated for a total of 4 hours. |
| MATH470 | Special Topics in Mathematics | A course devoted to various topics of mathematical interest. May be repeated for credit as topics change. |
| MATH493 | Internship | Credit will be granted for field experience in mathematics or actuarial science relevant to the student's educational development and career goals. Examples include mathematical modeling, statistical analysis, quantitative analysis and actuarial anal... |
| MATH498 | Independent Study | No Description Set |
| MATHELCT | Mathematics Elective | No Description Set |
| MTLGCORE | Math-Logic Core | No Description Set |