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Majors, minors + certificates

Minor in Mathematics (MATHMIN)Department of Mathematics

Students on Summer 2020, Fall 2020, or Spring 2021 requirements.

Description

The Minor in Mathematics is intended for students interested in the logical thinking and problem solving skills that are gained in studying mathematics. This minor provides students with mathematical preparation that may be applied to their major field of study and that may enhance their career preparation.

Minor requirements

The minor requires at least 16 credit hours, including the requirements listed below.

Calculus I. One (1) course:
- MATH-M 211 Calculus I
  Credits
  
  4
  
  Prerequisites
  
  None
  
  Notes
  
  R: To be successful, students will demonstrate mastery of two years of high school algebra, one year of high school geometry, and pre-calculus, and trigonometry as indicated by an appropriate ALEKS score or completion of MATH-M 027
  
  Description
  
  Limits, continuity, derivatives, definite and indefinite integrals, applications.
  
  Repeatability
  
  A student may receive credit for only one of the following: MATH-J 113, MATH-M 119, MATH-V 119, MATH-M 211, or MATH-S 211.
  
  Spring 2021CASE MMcourse
  
  Spring 2021CASE NMcourse
- MATH-S 211 Honors Calculus I
  Credits
  
  4
  
  Prerequisites
  
  Hutton Honors College membership or consent of department
  
  Notes
  
  R: To be successful, students will demonstrate mastery of two years of high school algebra, one year of high school geometry, and pre-calculus and trigonometry as indicated by an appropriate ALEKS score or completion of MATH-M 027
  
  Description
  
  Designed for students of outstanding ability, who are considering further study in mathematics. Limits, continuity, derivatives, definite and indefinite integrals, applications, with emphasis placed on theory.
  
  Repeatability
  
  Credit given for only one of MATH-J 113, MATH-M 119, MATH-M 211, MATH-S 211, or MATH-V 119.
  
  Spring 2021CASE MMcourse
  
  Spring 2021CASE NMcourse
Calculus II. One (1) course:
- MATH-M 212 Calculus II
  Credits
  
  4
  
  Prerequisites
  
  MATH-M 211 or MATH-S 211; or consent of department
  
  Description
  
  Techniques of integration (by parts, trigonometric substitutions, partial fractions), improper integrals, volume, work, arc length, surface area, infinite series.
  
  Repeatability
  
  Credit given for only one of MATH-M 120 or MATH-M 212.
  
  Spring 2021CASE NMcourse
- MATH-S 212 Honors Calculus II
  Credits
  
  4
  
  Prerequisites
  
  MATH-S 211 or consent of department
  
  Description
  
  Includes material of MATH-M 212 and supplemental topics. Designed for students of outstanding ability in mathematics.
  
  Repeatability
  
  Credit given for only one of MATH-M 120, MATH-M 212, or MATH-S 212.
  
  Spring 2021CASE NMcourse
Electives. Additional courses, with approval of the director of undergraduate studies for Mathematics, to fulfill remaining requirements:
- MATH-M 301 Linear Algebra and Applications
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212; or MATH-M 211 and CSCI-C 241; or MATH-S 211 and CSCI-C 241
  
  Description
  
  Solving systems of linear equations, matrix algebra, determinants, vector spaces, eigenvalues and eigenvectors. Selection of advanced topics. Applications throughout. Computer used for theory and applications.
  
  Repeatability
  
  Credit given for only one of MATH-M 301 or MATH-M 303.
  
  Spring 2021CASE NMcourse
- MATH-M 303 Linear Algebra for Undergraduates
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212; or MATH-M 211 and CSCI-C 241; or MATH-S 211 and CSCI-C 241
  
  Description
  
  Introduction to the theory of real vector spaces. Coordinate s, linear dependence, bases. Linear transformations and matrix calculus. Determinants and rank. Eigenvalues and eigenvectors.
  
  Repeatability
  
  Credit given for only one of MATH-M 301, MATH-M 303, or MATH-S 303.
  
  Spring 2021CASE NMcourse
- MATH-M 311 Calculus III
  Credits
  
  4
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Elementary geometry of 2, 3, and n-space; functions of several variables; partial differentiation; minimum and maximum problems; multiple integration.
  
  Spring 2021CASE NMcourse
- MATH-M 312 Calculus IV
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 311 or MATH-S 311
  
  Description
  
  Differential calculus of vector-valued functions, transformation of coordinates, change of variables in multiple integrals. Vector integral calculus: line integrals, Green's theorem, surface integrals, Stokes' theorem. Applications.
  
  Repeatability
  
  Credit given for only one of MATH-M 312 or MATH-S 312.
- MATH-M 321 Intuitive Topology
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Intuitive description of topology, including networks and maps, topological equivalence, classification of surfaces, spheres with handles, knot theory, Jordan curve theorem, transformations, and fixed-point theorems.
  
  Spring 2021CASE NMcourse
- MATH-M 330 Exploring Mathematical Ideas
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 211 or MATH-S 211
  
  Notes
  
  Does not count toward major requirements
  
  Description
  
  An experimental course to illustrate important ideas in major areas of mathematics, including number theory, group theory, topology, geometry, and probability. Additional topics may include newly emerging fields, such as chaos theory.
  
  Spring 2021CASE NMcourse
- MATH-M 343 Introduction to Differential Equations with Applications I
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Notes
  
  R: MATH-M 301, MATH-M 303, or MATH-S 303
  
  Description
  
  Ordinary differential equations and methods for their solution, including series methods and the Laplace transform. Applications of differential equations. s, stability, and numerical methods. Partial differential equations of mathematical physics, Fourier series.
  
  Repeatability
  
  Credit given for only one of MATH-M 343 or MATH-S 343.
  
  Spring 2021CASE NMcourse
- MATH-M 344 Introduction to Differential Equations with Applications II
  Credits
  
  3
  
  Prerequisites
  
  One of MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 343 or MATH-S 343
  
  Description
  
  Ordinary differential equations and methods for their solution, including series methods and the Laplace transform.Â Applications of differential equations.Â Systems, stability, and numerical methods.Â Partial differential equations of mathematical physics, Fourier series.
  
  Spring 2021CASE NMcourse
- MATH-M 348 Discrete Mathematical Models
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 118 or equivalent
  
  Description
  
  Introduction to the development and use of discrete mathematical models in the social, life, and management sciences; emphasis on models involving Markov chains, game theory, graph theory, and evolutionary systems.
  
  Spring 2021CASE NMcourse
- MATH-M 353 Discrete Mathematics
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212 or consent of instructor
  
  Description
  
  Covers fundamental topics chosen from enumerative combinatorics and graph theory. Possible topics include permutations, combinations, pigeonhole principle, inclusion-exclusion, generating functions, recurrence relations, PÃ³lya theory, spanning trees, Eulerian paths, Ramsey theory, graph coloring, flow problems, Hamiltonian paths and cycles, electrical networks, random graphs.
- MATH-M 365 Introduction to Probability and Statistics
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Elementary concepts of probability and statistics. Combinatorics, conditional probability, independence, random variables, discrete and continuous distributions, moments. Statistical inference, point estimation, confidence intervals, test of hypotheses. Applications to social, behavioral, and natural sciences.
  
  Repeatability
  
  Credit given for only one of MATH-M 360 or MATH-M 365.
  
  Spring 2021CASE NMcourse
- MATH-M 371 Elementary Computational Methods
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Interpolation and approximation of functions, solution of equations, numerical integration and differentiation. Errors, convergence, and stability of the procedures. Students write and use programs applying numerical methods.
  
  Spring 2021CASE NMcourse
- MATH-M 380 History of Mathematics
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Brief study of the development of algebra and trigonometry; practical, demonstrative, and analytic geometry; calculus, famous problems, calculating devices; famous mathematicians and chronological outlines in comparison with outlines in the sciences, history, philosophy, and astronomy.
  
  Repeatability
  
  Credit given for only one of HPSC-X 380 or MATH-M 380.
  
  Spring 2021CASE NMcourse
- MATH-M 384 Logic
  Credits
  
  3
  
  Prerequisites
  
  CSCI-C 241, MATH-M 303, or MATH-S 303
  
  Description
  
  Construction and study of formal mathematical languages. Definitions of, and relationships between, the notions of truth and provability of a formal sentence. Proof systems for logical systems such as propositional logic and syllogistic logic. Soundness, completeness, and decidability.
  
  Spring 2021CASE NMcourse
- MATH-M 385 Mathematics from Language
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 118, MATH-S 118, or equivalent
  
  Description
  
  Discrete mathematics. Topics in math motivated by linguistics, chosen from formal approaches to syntax and semantics, and from statistical and computational linguistics.
  
  Spring 2021CASE NMcourse
- MATH-M 391 Introduction to Mathematical Reasoning
  Credits
  
  3
  
  Prerequisites
  
  (A) MATH-M 212, MATH-M 213, or MATH-S 212; or CSCI-C 241 and MATH-M 211; or CSCI-C 241 and MATH-S 211; and (B) MATH-M 301, MATH-M 303, or MATH-S 303
  
  Notes
  
  Recommended for students with insufficient background for 400-level courses and for students in education
  
  Description
  
  Elementary logic, techniques of proof, basic set theory, functions, relations, binary operations, number systems, counting. Bridges the gap between elementary and advanced courses.
  
  Repeatability
  
  Not open to students who have received credit for MATH-M 403, MATH-M 413, or MATH-M 420.
  
  Spring 2021CASE NMcourse
- MATH-M 405 Number Theory
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  Numbers and their representation, divisibility and factorization, primes and their distribution, number theoretic functions, congruences, primitive roots, diophantine equations, quadratic residues, sums of squares.
- MATH-M 409 Linear Transformations
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303
  
  Description
  
  The study of linear transformations on a finite dimensional vector space over the complex field. Canonical forms, similarity theory; inner products and diagonalization of normal transformations.
- MATH-M 414 Introduction to Analysis II
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 413 or MATH-S 413
  
  Description
  
  Continuation of MATH-M 413. Functions of several variables, Taylor series, extreme values. Manifolds in Euclidean space, Implicit Function Theorem, Inverse Function Theorem. Divergence Theorem and other classical theorems of vector calculus. Special topics.
  
  Repeatability
  
  Credit given for only one of MATH-M 414 or MATH-S 414.
- MATH-M 415 Elementary Complex Variables with Applications
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 311, MATH-S 311, or consent of instructor
  
  Description
  
  Algebra and geometry of complex numbers, elementary functions of a complex variable, power series, integrations, calculus of residues, conformal mapping. Application to physics.
  
  Repeatability
  
  Credit given for only one of MATH-M 415 or MATH-S 415.
- MATH-M 420 Metric Space Topology
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303
  
  Description
  
  Topology of Euclidean and metric spaces. Limits and continuity. Topological properties of metric spaces, including separation properties, connectedness, and compactness. Complete metric spaces. Elementary general topology.
- MATH-M 435 Introduction to Differential Geometry
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311
  
  Description
  
  An introduction to the geometry of curves and surfaces. Topics will include arc length, torsion, Frenet formulae, metrics, curvatures, and classical theorems in these areas.
- MATH-M 436 Introduction to Geometries
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303
  
  Description
  
  Non-Euclidean geometry, axiom systems. Plane projective geometry, Desarguesian planes, perspectivities, coordinates in the real projective plane. The group of projective transformations and subgeometries corresponding to subgroups. Models for geometries. Circular transformations.
- MATH-M 441 Introduction to Partial Differential Equations with Applications I
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311; and MATH-M 343 or MATH-S 343
  
  Notes
  
  R: MATH-M 312 or MATH-S 312
  
  Description
  
  Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, Sturm-Liouville theory, special functions, Green's functions, Fourier transform, first order equations, characteristics and special topics.
- MATH-M 442 Introduction to Partial Differential Equations with Applications II
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 441
  
  Description
  
  Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, Sturm-Liouville theory, special functions, Green's functions, Fourier transform, first order equations, characteristics and special topics.
- MATH-M 447 Mathematical Models and Applications I
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311
  
  Notes
  
  P or C: MATH-M 365
  
  Description
  
  Formation and study of mathematical models used in the biological, social, and management sciences. Mathematical topics include games, graphs, Markov and Poisson processes, mathematical programming, queues, and equations of growth.
- MATH-M 451 The Mathematics of Finance
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 311 or MATH-S 311; and MATH-M 365 or MATH-M 463 or MATH-S 463
  
  Description
  
  Course covers probability theory, Brownian motion, Ito's Lemma, stochastic differential equations, and dynamic hedging. These topics are applied to the Black-Scholes formula, the pricing of financial derivatives, and the term theory of interest rates.
- MATH-M 453 Cryptography
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303
  
  Description
  
  The course covers encryption and decryption in secure codes. Topics include cryptos and their cryptanalysis, Data Encryption Standard, cryptanalysis, Euclidean algorithm, Chinese remainder theorem, RSA crypto, primality testing, factoring algorithms, EI Gamal crypto, discrete log problem, other public key cryptos, signature schemes, hash functions, key distribution and key agreement.
  
  Spring 2021CASE NMcourse
- MATH-M 463 Introduction to Probability Theory I
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311
  
  Description
  
  The meaning of probability. Random experiments, conditional probability, independence. Random variables, expected values and standard deviations, moment generating functions. Important discrete and continuous distributions. Poisson processes. Multivariate distributions, basic limit laws such as the central limit theorem.
  
  Repeatability
  
  Credit given for only one of MATH-M 463 or MATH-S 463.
- MATH-M 464 Introduction to Probability Theory II
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 463 or MATH-S 463
  
  Description
  
  Conditional distributions and expectation, linear and nonlinear regression; simple stochastic processes: Poisson process, process with independent increments, random walk, Markov chain with finite state space; information theory.
- MATH-M 466 Introduction to Mathematical Statistics
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 463, MATH-S 463, or consent of instructor
  
  Description
  
  Rigorous mathematical treatment of problems in sampling and statistical inference. Possible topics include sufficient statistics, exponential distributions, monotone likelihood ratio, most powerful tests, minimum variance estimates, shortest confidence intervals, linear models, maximum likelihood, simultaneous equations, the relationship of theory to practice.
- MATH-M 471 Numerical Analysis I
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311; and MATH-M 343 or MATH-S 343
  
  Notes
  
  Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor
  
  Description
  
  Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of systems of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
- MATH-M 472 Numerical Analysis II
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 311 or MATH-S 311; and MATH-M 343 or MATH-S 343
  
  Notes
  
  Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor.
  
  Description
  
  Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of s of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
- MATH-M 482 Modal Logic
  Credits
  
  3
  
  Prerequisites
  
  CSCI-C 241, MATH-M 303, MATH-S 303, or MATH-M 384; or consent of instructor
  
  Description
  
  Introduction to modal logic with emphasis on systems of modal logic which apply to philosophy and computer science. Includes epistemic logic, temporal logic, deontic logic, and logics for reasoning about space. Covers primarily the semantics of these systems, and secondarily the standard results about them.
  
  Spring 2021CASE NMcourse
- MATH-M 490 Problem Seminar
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303 or MATH-S 303; and consent of instructor
  
  Notes
  
  R: MATH-M 343 or MATH-S 343, and MATH-M 441; and MATH-M 471
  
  Description
  
  Introduction to research techniques for advanced undergraduate and beginning graduate students, based on problems from parts of the regular curriculum, such as linear algebra, topology, probability, and analysis. Emphasis will be on problems of both current and historical interest but usually not in the standard literature.
- MATH-M 491 Putnam Exam Seminar
  
  Credits
  
  1
  
  Prerequisites
  
  Consent of the director of undergraduate studies
  
  Description
  
  The Putnam Examination is a national mathematics competition for college undergraduates at all levels of study. It is held in December each year. This problem seminar is designed to help students prepare for the examination.
  
  Repeatability
  
  May be repeated for a maximum of 3 credit hours.
- MATH-S 303 Honors Course in Linear Algebra
  Credits
  
  3
  
  Prerequisites
  
  Consent of department
  
  Description
  
  Honors version of MATH-M 303. For students with unusual aptitude and motivation.
  
  Repeatability
  
  Not open to those who have had MATH-M 301 or MATH-M 303.
  
  Spring 2021CASE NMcourse
- MATH-S 311 Honors Course in Calculus III
  Credits
  
  4
  
  Prerequisites
  
  MATH-S 212 or consent of instructor; and MATH M-301, MATH M-303, or MATH S-303
  
  Description
  
  Honors version of MATH-M 311, covering geometry of 2, 3, and n-space; functions of several variables; partial differentiation; minimum and maximum problems; and multiple integration. For students with unusual aptitude and motivation.
  
  Repeatability
  
  Credit given for only one of MATH-M 311 or MATH-S 311.
  
  Spring 2021CASE NMcourse
- MATH-S 343 Honors Course in Differential Equations
  Credits
  
  3
  
  Prerequisites
  
  MATH-S 212 or consent of instructor
  
  Description
  
  Introduction, with historical examples, first order ordinary differential equations (ODEs) and applications, second order linear ODEs, linear ODEs of higher order, series solutions to linear ODEs, and numerical methods for ODEs. In addition, some theoretical aspects will be studied in detail such as the Picard existence/uniqueness theorem for initial-value problems, convergence of series solutions, and the matrix exponential exp(tA).
  
  Spring 2021CASE NMcourse
- MATH-S 344 Honors Course in Differential Equations II
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212 or MATH-S 212; and MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-S 343
  
  Description
  
  Covers the topics of MATH-M 344, in addition to more theoretical material, which may include topics such as the uniqueness theorem for the inversion of the Laplace transform, introduction to the theory of distributions, derivation of the heat and wave equations, eigenvalues of Sturm-Liouville boundary problems, and oscillation theory applied to special functions. Meets with MATH-M 344, and the additional material will be incorporated in weekly homework sets. Exams will include some of this additional material.
  
  Repeatability
  
  Credit given for only one of MATH-M 344 or MATH-S 344.
  
  Spring 2021CASE NMcourse
- MATH-S 413 Honors Course in Analysis I
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-S 312; or consent of instructor
  
  Description
  
  Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes' theorem. Closed and exact forms.
- MATH-S 414 Honors Course in Analysis II
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-S 413; or consent of instructor
  
  Description
  
  Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes' theorem. Closed and exact forms.
  
  Repeatability
  
  Credit given for only one of MATH-S 414 or MATH-M 414.
- MATH-S 415 Honors Elementary Complex Variables
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-S 311; or consent of instructor
  
  Description
  
  For students with unusual aptitude and motivation. Algebra and geometry of complex numbers, elementary functions of a complex variable, power series, contour integrals, calculus of residues, conformal mapping.
  
  Repeatability
  
  Credit given for only one of MATH-M 415 or MATH-S 415.
- MATH-T 336 Topics in Euclidean Geometry
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 212, MATH-M 213, or MATH-S 212
  
  Description
  
  A study of the central aspects of two-dimensional Euclidean geometry from historical and axiomatic points of view as well as through hands-on and/or computer-based explorations of geometric concepts and constructions.
  
  Spring 2021CASE NMcourse
- MATH-T 403 Modern Algebra for Secondary Teachers
  
  Credits
  
  3
  
  Prerequisites
  
  MATH-M 301, MATH-M 303, or MATH-S 303; and MATH-M 391
  
  Description
  
  Introduction to the basic concepts of groups, rings, and fields with an emphasis on the theory of equations as it underlies the basic ideas of high school algebra.
GPA and Hours Requirements.
1. Minor Residency. At least 9 credit hours in the minor must be completed in courses taken through the Indiana University Bloomington campus or an IU-administered or IU co-sponsored Overseas Study program.
2. Minor Upper Division Courses. At least 9 credit hours in the minor must be completed at the 300–499 level.
3. Minimum Grade. Except for the GPA requirement, a grade of C- or higher is required for a course to count toward a requirement in the minor.
4. Minor GPA. A GPA of at least 2.000 for all courses taken in the minor—including those where a grade lower than C- is earned—is required.

Minor Area Courses

Unless otherwise noted below, the following courses are considered in the minor and will count toward minor requirements as appropriate:

Any course at the 200–499 level with the MATH subject area prefix—as well as any other subject areas that are deemed functionally equivalent
Any course contained on the course lists for the minor requirements at the time the course is taken—as well as any other courses that are deemed functionally equivalent—except for those listed only under Addenda Requirements
Any course directed to a non-Addenda requirement through an approved exception

Exclusions

The following courses cannot be applied toward minor requirements:

Any MATH-E course
Any MATH-K course
MATH-M 333
MATH-M 347

College of Arts + Sciences Bulletin

Majors, minors + certificates

Minor in Mathematics (MATHMIN)Department of Mathematics

Description

Minor requirements

Minor Area Courses

Exclusions

Additional links and resources

Majors, minors + certificates

Minor in Mathematics (MATHMIN)Department of Mathematics

Description

Minor requirements

Minor hours and GPA

Restrictions on combining this minor with other academic programs

Minor requirement exceptions and substitutions

Additional links and resources