Choosing courses

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My first year as a Master student in mathematics is soon coming to an end and its time to choose courses for next semester. I would appreciate if anyone could recommend which courses that is most relevant and useful if I want to pursue an career in finance in the future.

My background is BSc. Industrial Engineering and BSc. Financial Economics. So far I have taken the following math courses:
  • Calculus and Multivariate Calculus
  • Linear Algebra
  • Differential Equations
  • Mathematical Statistics
  • Introduction to Financial Mathematics
  • Fourier Analysis
  • Stochastic Calculus
  • Probability Theory
  • Statistical Inference
  • Partial Differential Equations
  • Ordinary Differential Equations
  • Nonlinear Optimization
  • Options and Mathematics
  • Financial Time Series
The courses I have narrowed my choices to are:
  • Stochastic Optimization Algorithms
  • Stochastic Data Processing and Simulation
  • Artificial Neural Networks
  • Computer Intensive Statistical Methods
  • Numerical Linear Algebra
  • Functional Analysis
  • Integration Theory
All help and suggestions are very much appreciated!

/JS
 
More Numerical Analysis, not just solving matrix systems?

(Applied) Functional Analysis is cool.
 
Yeah I really like analysis, both Functional Analysis and Integration Theory seems like good courses if you want to get a deeper understanding of mathematics as a subject but maybe a bit abstract compared to most part of the mathematics in finance (correct me if I am wrong).

@Daniel Duffy What kind of Numerical Analysis do you recommend?
 
Yeah I really like analysis, both Functional Analysis and Integration Theory seems like good courses if you want to get a deeper understanding of mathematics as a subject but maybe a bit abstract compared to most part of the mathematics in finance (correct me if I am wrong).

@Daniel Duffy What kind of Numerical Analysis do you recommend?

Having insight via Analysis is very important. Gets to a higher level than just calculus and more basic stuff.

The following topics are good to know

  • Matrix theory and related numerical concepts and methods.
    • Interpolation and numerical differentiation.
      • Polynomial and rational function interpolation.
        • Numerical quadrature.
          • Numerical solution of nonlinear equations.
            • Linear and nonlinear optimisation.
              • The Finite Difference Method (FDM) for ordinary and partial differential equations
              • Time series and probability distributions.
 
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