Courses
Search for courses listed in this bulletin. To find a semester course schedule (including instructors, meeting times and locations), go to mynmu.nmu.edu.
- Offered: Fall
- Prerequisites: MA 211 (non-Elementary Education Mathematics major or minor); MSED 151 and MA 161 (Elementary Education Mathematics major or minor); or instructor’s permission.
Geometry from a modern axiomatic viewpoint. Includes Euclidean geometry and an introduction to non-Euclidean geometries.
- Offered: Fall
- Prerequisites: CS 120 and MA 211.
- Offered: Fall
- Prerequisites: Admission to the methods phase of teacher education, MA 312 and MA 331.
Designed to acquaint prospective secondary teachers with contemporary methods and materials employed in the teaching of mathematics in the secondary school. Field experiences are required.
Notes: May not be applied toward a non-teaching major or minor in mathematics.- Offered: Winter
- Prerequisites: MA 250 and MA 231 with grades of "C" or better.
An emphasis on problem solving from the following areas: historical mathematics, number theory, algebra, geometry, trigonometry and recreational mathematics.
Notes: May not be applied toward a non-teaching major or minor in mathematics.- Offered: Fall Winter
- Prerequisites: Admission to the methods phase of teacher education, MSED 150 and MSED 151.
Designed to acquaint prospective elementary teachers with contemporary methods and materials employed in the teaching of mathematics in the elementary school. Field experiences are required.
Notes: May not be applied toward a non-teaching major or minor in mathematics. Cross-listed with ED 353 Methods and Materials in Teaching Elementary School Mathematics.- Offered: Winter
- Prerequisites: Admission to the methods phase of teacher education, junior standing, and a "C" or better in MA 331.
The study of content and current methods in teaching middle school mathematics.
Notes: May not be applied toward a non-teaching major or minor in mathematics. Cross-listed with ED 354 Topics in Teaching Middle School Mathematics.- Offered: Winter
- Prerequisites: MA 265 or instructor permission.
First-order equations, theory of second-order linear equations, higher-order linear equations and systems, series solutions, Laplace transform and applications, and stability.
- Offered: On demand
- Prerequisites: MA 211 and MA 265.
Sets and functions, topological ideas, and sequences. Continuity and uniform continuity. Properties of continuous functions and mean value theorems. Integration theory in one and two variables. Evaluation of double and improper integrals.
- Offered: On demand
- Prerequisites: MA 211 and MA 265.
- Offered: Contact department
- Prerequisites: MA 161.
The goal of the course is to provide an understanding of the fundamental concepts of financial mathematics, and how those 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/liability management, investment income, capital budgeting, and valuing contingent cash flows. The student will also be given an introduction to financial instruments, including derivatives, and the concept of no-arbitrage as it relates to financial mathematics.
MA 370 covers all topics on the current SOA Exam FM / CAS Exam 2 syllabus.
- Offered: Fall Winter
- Prerequisites: MA 163 or instructor permission.
A general introduction to the mathematics underlying statistics, including the standard discrete and continuous parametric distributions, moment generating functions, and multivariable distributions.
Notes: Formerly Applied Probability and Statistics- Offered: Winter semester of odd-numbered years
- Prerequisites: MA 211.
- Offered: On demand
- Prerequisites: MA 312, junior standing or instructor's permission.
- Offered: Contact Department
- Prerequisites: MA 265 and MA 380.
The course focuses on the fundamental theory of nonlinear optimization. The topics covered in this course include elements of convex analysis, theorems of the alternative, optimality criteria, and duality theory in nonlinear programming.
- Offered: Fall
- Prerequisites: MA 265 and MA 211, or instructor permission.
A course examining the mathematical foundations of fundamental concepts of arithmetic, algebra, geometry, number theory, and other topics from across the mathematics curriculum and the connections that unify those concepts. Emphasis is on thinking deeply about fundamental concepts while further developing students' mathematical reasoning, representation, and problem-solving abilities.
- Offered: Contact Department
- Prerequisites: MA 363 or instructor permission.
This course will provide a general introduction to the fundamental features of real numbers, real-valued functions, Lebesgue measure, Lebesgue integral, differentiation, and general concepts of metric and normed spaces.
- Offered: On demand
- Prerequisites: MA 363, junior standing or instructor’s permission.
Covers selected topics from real analysis and / or complex analysis. This course serves as a second course in analysis.
Notes: Formerly Advanced Calculus II- Offered: On demand
- Prerequisites: MA 211, MA 265, junior standing or instructor’s permission.
- Offered: Contact Department
- Prerequisites: MA 211 and MA 265.
This is an introduction course for convex sets and functions. The main emphasis will be on the theory of subdifferential calculus and the applications to convex programming problems and duality theory in convex and nonconvex optimization.
- Offered: On demand
- Prerequisites: MA 370, MA 371, and a passing score on SOA Exam FM / CAS Exam 2 or instructor permission.
MA 470 covers selected topics on the current SOA Exam MFE / CAS Exam 3F syllabus. The purpose of the course is to develop the student’s knowledge of the theoretical basis of certain actuarial models and the application of those models to insurance and other financial risks.
- Offered: On demand
- Prerequisites: MA 370, MA 371, and a passing score on SOA Exam P / CAS Exam 1 or instructor permission.
The purpose of the course is to develop the student’s knowledge of the theoretical basis of life contingent actuarial models and the application of those models to insurance and other financial risks.
Covers selected topics on the current SOA Exam MLS / CAS Exam 3L syllabus.
- Offered: Every other fall
- Prerequisites: MA 211 and either MA 265 or MA 361, junior standing or instructor’s permission.
- Offered: Winter 2007; every third winter thereafter
- Prerequisites: Junior standing and instructor's permission.
- Offered: On demand
- Prerequisites: Junior standing and instructor’s permission.
- Offered: On demand
- Prerequisites: MA 163 and MA 211 or instructor permission.
Peano’s axioms, Euclidean algorithm, congruence, quadratic reciprocity law, Gaussian integers, continued fractions, Diophantine equations and theory of equations.