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Applied Mathematics-Computer Science

Brown University ยท RI ยท APMC

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Applied Mathematics-Computer Science is a Undergraduate degree at Brown University, RI. It covers areas like computational mathematics, differential equations, mathematical economics, software fundamentals, statistical computing, applied mathematics. The summary below is compiled from public course information โ€” approximate, not official.

University
Brown University
Level
Undergraduate

What you'll study in Applied Mathematics-Computer Science

computational-mathematicsdifferential-equationsmathematical-economicsstatistical-computingapplied-mathematicssoftware-fundamentalsengineering-mathematicsstatistical-learningcalculuslinear-algebraapplied-statisticsstochastic-processescomputingprobability

Example subjects: Linear Algebra and Multivariable Calculus for Applied Mathematicians, Applied Ordinary Differential Equations, Applied Ordinary Differential Equations with Theory, Applied Partial Differential Equations I, Applied Partial Differential Equations I with Theory, Inference in Genomics and Molecular Biology, An Introduction to Numerical Optimization, Introduction to Computational Linear Algebra, Introduction to Numerical Solution of Differential Equations, Operations Research: Probabilistic Models, Applied Dynamical Systems, Introduction to Probability and Statistics with Calculus.

Frequently asked questions

What will I study in Applied Mathematics-Computer Science?

Applied Mathematics-Computer Science covers areas like computational-mathematics, differential-equations, mathematical-economics, statistical-computing, applied-mathematics, software-fundamentals, engineering-mathematics, statistical-learning.

Who offers Applied Mathematics-Computer Science?

Applied Mathematics-Computer Science is offered by Brown University, RI.

Considering Applied Mathematics-Computer Science?

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Sources: Brown University 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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