Opinions on this Pure Math/Finance Program

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SUMMARY

The "Pure Math/Finance" program at the University of Waterloo focuses on equipping students with a strong foundation in real analysis and differential equations, essential for careers in finance, particularly in roles involving financial derivatives. The Black-Scholes option pricing model, a partial differential equation (PDE), is a key concept in this field, emphasizing the importance of numerical solutions and model improvements. Employment prospects for graduates are favorable due to the demand for professionals skilled in asset allocation models and quantitative finance techniques.

PREREQUISITES
  • Real Analysis
  • Differential Equations
  • Black-Scholes Option Pricing Model
  • Numerical Methods for PDEs
NEXT STEPS
  • Research the Black-Scholes option pricing model in detail
  • Explore numerical methods for solving partial differential equations
  • Investigate asset allocation models used in finance
  • Learn about quantitative finance techniques and their applications
USEFUL FOR

Students considering a career in finance, mathematicians interested in applied mathematics, and professionals seeking to enhance their understanding of quantitative finance and financial modeling.

JeffN
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Opinions on this "Pure Math/Finance" Program

I know that most people on these boards are more familiar with physics and engineering-type programs, but who knows...

http://www.math.uwaterloo.ca/PM_Dept/Undergrad/Academic/Plans/pm_finance.shtml"

Does this program seem like one that'll have good employment prospects? How in-demand are "people with a strong real analysis background and a good knowledge of differential equations to work on financial derivatives" in the finance sector?
 
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There is a real demand, but I couldn't really tell you how big it is. The Black-Scholes option pricing model is a PDE, and I understand that the name of the game is improving the basic model and then solving it numerically. I know they also hire people to work on asset allocation models.

My knowledge here is quite old, so if anybody else responds, listen to them instead :smile:
 

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