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Applied and Computational Mathematics, MS

University of Wisconsin-Madison ยท WI ยท APPLIED-COMPUTATIONAL-MATHEMATICS-MS

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Applied and Computational Mathematics, MS is a Postgraduate degree at University of Wisconsin-Madison, WI. It covers areas like applied mathematics, mathematical economics, computational mathematics, engineering mathematics, statistical computing, differential equations. The summary below is compiled from public course information โ€” approximate, not official.

University
University of Wisconsin-Madison
Level
Postgraduate

What you'll study in Applied and Computational Mathematics, MS

applied-mathematicsmathematical-economicsengineering-mathematicsstatistical-computingdifferential-equationscomputational-mathematicsanalysisdata-analysisapplied-statisticsstatisticsstatistical-learningapplied-physicsmathematics-educationlinear-algebra

Example subjects: โ€” APPLIED MATHEMATICAL ANALYSIS 2: PARTIAL DIFFERENTIAL EQUATIONS, โ€” APPLIED DYNAMICAL SYSTEMS, CHAOS AND MODELING, โ€” GRAPHS AND NETWORKS IN DATA SCIENCE, โ€” ORDINARY DIFFERENTIAL EQUATIONS, โ€” ANALYSIS I, โ€” ANALYSIS II, โ€” PROBABILITY THEORY, โ€” MATHEMATICAL METHODS IN DATA SCIENCE, โ€” DATA-DRIVEN DYNAMICAL SYSTEMS, STOCHASTIC MODELING AND PREDICTION, โ€” ANALYSIS OF PARTIAL DIFFERENTIAL EQUATIONS, โ€” COMPLEX ANALYSIS, โ€” INTRODUCTION TO FOURIER ANALYSIS.

Frequently asked questions

What will I study in Applied and Computational Mathematics, MS?

Applied and Computational Mathematics, MS covers areas like applied-mathematics, mathematical-economics, engineering-mathematics, statistical-computing, differential-equations, computational-mathematics, analysis, data-analysis.

Who offers Applied and Computational Mathematics, MS?

Applied and Computational Mathematics, MS is offered by University of Wisconsin-Madison, WI.

Considering Applied and Computational Mathematics, MS?

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Sources: University of Wisconsin-Madison official course page. Information is compiled and summarised โ€” not copied verbatim โ€” and is approximate; always confirm with the original source.

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