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MATH 573: Matrix Computation
3.00 Credits
University of Michigan-Dearborn
A study of the most effective methods for finding the numerical solution of problems which can be expressed in terms of matrices, including simultaneous linear equations, orthogonal projections and least squares, eigenvalues and eigenvectors, positive definite matrices, and difference and differential equations. Additional reading assignments or projects will distinguish this course from its undergraduate version MATH 473. Students cannot receive credit for both MATH 473 and MATH 573. (AY).
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MATH 580: History of Mathematics
3.00 Credits
University of Michigan-Dearborn
A unified view of the rise of mathematics from ancient times to the present, as seen in its conceptual developments and developers, its major themes and its applications (including computers). Additional reading assignments or projects will distinguish this course from its undergraduate version MATH 480. Students cannot receive credit for both MATH 480 and MATH 580. (OC).
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MATH 582: Computer Algebra Systems
3.00 Credits
University of Michigan-Dearborn
The use of computer algebra in various areas of mathematics including the solution of algebraic and differential equations, matrix computations, approximation techniques, probability, and discrete mathematics. Programming within the system is also included. Students will be expected to design, implement, and present a project using a computer algebra system. (OC).
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MATH 583: Discrete Optimization
3.00 Credits
University of Michigan-Dearborn
This is an introductory course in discrete optimization at the graduate level for mathematics, science, engineering, and management majors. The goal of this course is to provide an overview of the problem settings in discrete optimization. In particular, the students will learn some of the fundamental combinatorial and heuristic optimization methods used in practice. The main emphasis of the course will be on modeling optimization problems mathematically and solveing them using standard optimization techniques. The course will also address the limitations and complexity of the solutions that are found. The important theoretical and practical aspects of discrete optimization will be introduced using standard software packages such as Lingo and Lindo.
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MATH 584: Applied&Algorithmic Graph Thy
3.00 Credits
University of Michigan-Dearborn
Selected graph theory concepts and their application to a variety of real-world problems. A study of associated algorithms. Solution of problems using existing software packages. (OC)
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MATH 584 - Applied&Algorithmic Graph Thy
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MATH 586: Sec School Math for Teachers
3.00 Credits
University of Michigan-Dearborn
Basic concepts, relationships, generalizations, and applications from the secondary school mathematics curriculum are discussed both from an advanced viewpoint and from the standpoint of the learner. Included are the roles of technology, problem solving, and current thinking on the teaching of secondary mathematics topics. Open only to certified teachers or secondary education students. (OC).
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MATH 586 - Sec School Math for Teachers
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MATH 590: Topics in Math & Stat
3.00 Credits
University of Michigan-Dearborn
A course designed to offer selected topics in different areas of mathematics. The specific topic or topics will be announced together with the prerequisites when offered. Course may be repeated for credit when specific topic differs. (OC).
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MATH 590 - Topics in Math & Stat
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MATH 591: Topics in Math for Teachers
1.00 - 3.00 Credits
University of Michigan-Dearborn
A course designed to offer selected topics in different areas of mathematics for teachers of mathematics. The specific topic or topics will be announced together with the prerequisites when offered. Course may be repeated for credit when specific topics differ. (OC).
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MATH 591 - Topics in Math for Teachers
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MATH 591K: Topics in Math and Statistics
1.00 Credits
University of Michigan-Dearborn
TOPIC TITLE: Summer Geometry Workshop for Teachers Part 2
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MATH 592: Introduction to Topology
3.00 Credits
University of Michigan-Dearborn
Metric spaces, topological spaces, continuous maps, connectedness, compactness, separation axioms. Additional reading assignments or projects will distinguish this course from its undergraduate version MATH 492. Students cannot receive credit for both MATH 492 and MATH 592. (OC).
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