39 courses with the subject MATH, each shown exactly as we captured it from the college's catalog, with every element we hold. Where the wording looks broken, that is our reading of the catalog, not the college's text.
MATH 1010The Art of Mathematical Thinking: An Introduction to the Beauty and Power of Mathematical Ideas3-4
Subject
MATH
Credits (min)
3
Credits (max)
4
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit if the topics are different.
has not completed any MATH course numbered 2400 (225 on the three digit system) or greater. FDR: Math and Computer Science Foundation (FM) Credits: 3-4 Mathematics is a creative process whose artistic outcome is often a powerful tool for the sciences. This course gives students a new perspective into the world of mathematics while also developing analytical reasoning skills.
MATH 1210 with a grade of C or greater or MATH 1220 placement. FDR: Math and Computer Science Foundation (FM) Credits: 3 A continuation of MATH 1210 , including techniques and applications of integration, transcendental functions, and infinite series.
MATH 1220 with a grade of C or greater, MATH 2200 , or MATH 2400 FDR: Science, Math, Computer Science Distribution (SC) Credits: 3 Motion in three dimensions, parametric curves, differential calculus of multivariable functions, multiple integrals, line integrals, and Green’s Theorem.
MATH 1220 with a grade of C or greater, MATH 2100 ,or MATH 2400 . FDR: Science, Math, Computer Science Distribution (SC) Credits: 3 Linear algebra is the backbone of much of mathematics. Students in this course learn to identify and explain the basic principles, terminology, and theories used in linear algebra, and apply quantitative and/or qualitative reasoning skills to solve problems posed in linear algebra, primarily through applications of to both mathematics and the sciences, and also by writing proofs In mathematics.
MATH 2100 or MATH 2200 or instructor consent FDR: Science, Math, Computer Science Distribution (SC) Credits: 3 The course explores various important mathematical constructions and ideas, with a particular emphasis on mathematical inquiry and reasoning. Topics include: sets, functions, equivalence relations, modular arithmetic, and basic properties of the integers, real numbers, and complex numbers.
MATH 1220 Credits: 3 An introduction to some of the fundamental topics in financial and actuarial mathematics. Possible topics include calculating present and accumulated values for various streams of cash and the theoretical basis of corporate finance and financial models and the application of those models to insurance and other financial risks.
MATH 2901Directed Summer Research1
Subject
MATH
Credits (min)
1
Credits (max)
1
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit with consent of the instructor.
Instructor consent Experiential Learning (EXP): Yes Credits: 1 Directed individual research in mathematics during the summer months. Each student conducts primary research in partnership with a mathematics faculty member by prior mutual agreement. Consult with individual faculty for a description of current research areas.
MATH 2902Directed Summer Research2
Subject
MATH
Credits (min)
2
Credits (max)
2
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit with consent of the instructor.
Instructor consent Experiential Learning (EXP): Yes Credits: 3 Each student conducts primary research in partnership with a mathematics faculty member by prior mutual agreement. Consult with individual faculty for a description of current research areas.
MATH 2200 and MATH 2400 Credits: 3 An introduction to basic algebraic structures common throughout mathematics. These include rings, fields, groups, homomorphisms and quotient structures. Additional topics vary by instructor.
MATH 3110Topics in Abstract Algebra3
Subject
MATH
Credits (min)
3
Credits (max)
3
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit if the topic is different.
MATH 3100 Credits: 3 Topics vary but can include field and Galois theory, geometric and combinatorial group theory, representation theory, number theory, algebraic number theory, commutative algebra, algebraic geometry, arithmetic geometry, advanced linear algebra, algebraic coding theory and cryptography, algebraic topology, homological algebra, and graph theory.
MATH 2400 Credits: 3 Topics include prime numbers, Euclidean algorithm, congruences, Chinese Remainder Theorem, Fermat’s Little Theorem, Euler’s Theorem, arithmetic functions, Euler’s phi function, perfect numbers, the quadratic reciprocity law, continued fractions, and other topics as time and student interest permit.
MATH 2100 and MATH 2400 Credits: 3 A systematic study of concepts basic to calculus, such as topology of the real numbers, limits, differentiation, integration, sequences and series. Additional topics vary by instructor.
MATH 3210Topics in Analysis3
Subject
MATH
Credits (min)
3
Credits (max)
3
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit if the topic is different.
MATH 3200 Credits: 3 Topics vary but can include complex analysis, topology, differential equations, differential topology, numerical analysis, functional analysis, measure theory, fractal geometry, Lebesgue integration and Fourier analysis, harmonic analysis, and analytic number theory.
MATH 2100 Credits: 3 Algebra of complex numbers, polar form, powers, and roots. Derivatives and geometry of elementary functions. Line integrals, the Cauchy Integral Theorem, the Cauchy Integral formula, Taylor and Laurent Series, residues, and poles. Applications.
MATH 2100 , MATH 2200 , and MATH 2400 Credits: 3 This course is an introduction to geometric techniques through study of Euclidean and non-Euclidean geometries and their transformations. Additional topics vary by instructor.
MATH 3310Topics in Geometry and Topology3
Subject
MATH
Credits (min)
3
Credits (max)
3
Credit unit
Credits
Type
course
Repeatable
May be repeated for degree credit if the topic is different.
MATH 3300 Credits: 3 Topics vary but can include knot theory, topology and geometry of surfaces, differential geometry, Riemann surfaces, 3-manifolds, tilings, geometric probability, geometry of spacetime, finite geometry, computational geometry, differential topology, and projective geometry.
MATH 2100 , MATH 2200 , and MATH 2400 Credits: 3 This course builds on material from both multivariable calculus and linear algebra. Topics covered include: manifolds, derivatives as linear transformations, tangent spaces, inverse and implicit function theorems, integration on manifolds, differential forms, and the generalized Stokes’ Theorem.
MATH 2400 or instructor consent Credits: 3 An overview of major topics in graph theory, including graphs and digraphs, trees, connectivity, cycles and traversability, colorings, and planar graphs.
MATH 2400 Credits: 3 Topics include counting methods, permutations and combinations, binomial identities, recurrence relations. generating functions, special sequences, partitions, and other topics as time and student interest permit.
MATH 2100 with a grade of C or greater Credits: 3 First and second order differential equations, systems of differential equations, and applications. Techniques employed are analytic, qualitative, and numerical.
MATH 3500 Credits: 3 An introduction to the study of boundary value problems and partial differential equations. Topics include modeling heat and wave phenomena, Fourier series, separation of variables, and Bessel functions. Techniques employed are analytic, qualitative, and numerical.
MATH 2100 with a grade of C or greater. Credits: 3 Probability, probability density and distribution functions, mathematical expectation, discrete and continuous random variables, and moment generating functions.
MATH 3100 Credits: 4 The application of mathematics to puzzles and games. A brief survey on the designs of tournaments. The puzzles and games include but are not limited to the Rubik’s Cube, poker, blackjack, and peg solitaire.
