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Course Criteria
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4.00 Credits
The theory of international trade and finance and its application to current policy problems such as protection, intervention in foreign exchange markets, international debt and foreign investment. This course is accepted for major credit. Prerequisite: Economics, 251, 252.
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4.00 Credits
This course is given on a seminar basis. Primarily for juniors and seniors.
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4.00 Credits
See description for Spanish 423.
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4.00 Credits
Topics covered include finite differences, interpolation, numerical integration and differentiation, numerical solution of differential equations and related subjects. Prerequisite: Mathematics 217. Also offered as Computer Science 324.
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4.00 Credits
This course covers the theory of probability and random variables, counting methods, discrete and continuous distributions, mathematical expectation, multivariate random variables, functions of random variables and limit theorems. Prerequisite: Mathematics 205. Also offered through Statistics.
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4.00 Credits
Following Mathematics 325, this course deals with the theory of parameter estimation, properties of estimators and topics of statistical inference, including confidence intervals, tests of hypotheses, simple and multiple linear regression, and analysis of variance. Prerequisite: Mathematics 325. Also offered through Statistics.
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4.00 Credits
This course continues the study of differential equations from Mathematics 230. The study considers higher order equations, systems of equations, Sturm-Liouville problems, Bessel's equation and partial differential equations. Existence and uniqueness theorems and ordinary and singular points are discussed and applications are given. Prerequisites: Mathematics 217 and 230.
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4.00 Credits
A study of the history and present structure of several European democracies and the United States. The class includes a segment on the European Union. This course is accepted for government majors.
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4.00 Credits
Important problems in the physical sciences and engineering often require powerful mathematical methods for their solution. This course provides an introduction to the formalism of these methods and emphasizes their application to problems drawn from diverse areas of classical and modern physics. Representative topics include the integral theorems of Gauss and Stokes, Fourier series, matrix methods, selected techniques from the theory of partial differential equations and the calculus of variations with applications to Lagrangian mechanics. The course also introduces students to the computer algebra system Mathematica as an aid in visualization and problem-solving. Prerequisites: Mathematics 205 and Physics 152. Also offered as Physics 333.
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4.00 Credits
What is reality? If it consists only of those phenomena directly perceptible to the five senses, then to what realm do thought, emotion, dream, hallucination and artistic creativity belong? Is the only alternative to "living in the real world" insanity, or is itpossible to break through the limits of mundane reality into a higher world? German romanticists, realists, naturalists, expressionists and contemporary writers have answered these questions in differing ways. This course examines the works of such authors with special attention to their relevance to our world view today. Also offered through European Studies.
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