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I'm an undergraduate econ major, and my main focus is in actuarial sciences, which as you may or may not know it's pretty mathematical. Some of the topics I will have to learn at some point on my own is stochastic calculus, stochastic differential equations, and the monte carlo method. So in my own experience I have taken probability theory, a full calculus sequence (all of Thomas' Calculus book), and linear algebra. With these classes alone will that be enough to learn the previously listed topics? If not, what else should I learn?

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You could go on to learn

  • Real Analysis
  • Measure Theory
  • Functional Analysis

Plus any advanced courses on Probability theory, stochastic processes or statistics would not harm.

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    I'd like to learn more about the topics you posted but I can't for a long time because I need to focus on financial mathematics, and attaining credentials and certifications. Do you think that given my current experience I'd be successful in learning those topics I listed? Or am I missing prerequisites? – TheHopefulActuary Apr 13 '13 at 17:14
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    @Kyle it would be very useful to understand measure theory and functional analysis before studying stochastic PDEs – obataku Sep 08 '13 at 23:20
  • @oldrinb Isn't measure theory more important because measure theory is needed at the very start of probability theory? –  Nov 28 '15 at 02:24