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MATH 194: College Honors
1.00 - 3.00 Credits
University of Vermont
Credits: 1 - 3
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MATH 194 - College Honors
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MATH 195: Special Topics
1.00 - 4.00 Credits
University of Vermont
Credits: 1 - 4
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MATH 195 - Special Topics
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MATH 207: Probability Theory
3.00 Credits
University of Vermont
Distributions of random variables and functions of random variables. Expectations, stochastic independence, sampling and limiting distributions (central limit theorems). Concepts of random number generation. Prerequisite: Math 121; Stat 151 or 153 recommended. Credits: 3
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MATH 207 - Probability Theory
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MATH 221: Deterministic Modls Oper Rsch
3.00 Credits
University of Vermont
The linear programming problem. Simplex algorithm, dual problem, sensitivity analysis, goal programming. Dynamic programming and network problems. Prerequisites: 124; 121 desirable. Cross-listing: CSYS 221. Credits: 3
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MATH 221 - Deterministic Modls Oper Rsch
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MATH 222: Stochastic Models in Oper Rsch
3.00 Credits
University of Vermont
Development and solution of some typical stochastic models. Markov chains, queueing problems, inventory models, and dynamic programming under uncertainty. Prerequisite: 207 or Statistics 151, or instructor's permission. Credits: 3
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MATH 222 - Stochastic Models in Oper Rsch
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MATH 224: Analysis of Algorithms
3.00 Credits
University of Vermont
Introduction to both analytical and experimental techniques in algorithm analysis. Basic algorithm design strategies. Introduction to complexity theory. Prerequisites: CS 103 or 123, 104 or 124. Math. 173 recommended. Credits: 3
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MATH 224 - Analysis of Algorithms
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MATH 230: Ordinary Differential Equation
3.00 Credits
University of Vermont
Solutions of linear ordinary differential equations, the Laplace transformation, and series solutions of differential equations. Prerequisite: 121. Corequisite: 124 or instructor's permission. Credit not granted for more than one of the courses Math. 230 or 271. Credits: 3
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MATH 230 - Ordinary Differential Equation
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MATH 236: Calculus of Variations
3.00 Credits
University of Vermont
Necessary conditions of Euler, Legendre, Weierstrass, and Jacobi for minimizing integrals. Sufficiency proofs. Variation and eigenvalue problems. Hamilton-Jacobi equations. Prerequisite: 230. Alternate years, 1997-98. Credits: 3
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MATH 236 - Calculus of Variations
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MATH 237: Intro to Numerical Analysis
3.00 Credits
University of Vermont
Error analysis, rootfinding, interpolation, least squares, quadrature, linear equations, numerical solution of ordinary differential equations. Prerequisites: 121; 124 or 271; knowledge of computer programming. Credits: 3
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MATH 237 - Intro to Numerical Analysis
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MATH 238: Applied Computational Methods
3.00 Credits
University of Vermont
Direct and iterative methods for solving linear systems; numerical solution of ordinary and partial differential equations. Focus will be on application of numerical methods. Prerequisite: MATH 121, either MATH 124 or 271. Credits: 3
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MATH 238 - Applied Computational Methods
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