Science fair questions related to Brownian Motion and Black Scholes Equation?

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SUMMARY

The discussion centers on formulating science fair questions related to Brownian Motion and the Black-Scholes Equation. The participant is preparing for a regional science fair on March 17 and seeks clear, scientifically valid questions that can be explored using the Scientific Method. The focus is on integrating concepts of financial derivatives, specifically put and call options, with the mathematical modeling of Brownian Motion and its application in the Black-Scholes framework.

PREREQUISITES
  • Understanding of Brownian Motion in physics and finance
  • Familiarity with the Black-Scholes Equation for option pricing
  • Knowledge of put and call options in financial markets
  • Basic principles of the Scientific Method for conducting experiments
NEXT STEPS
  • Research the mathematical derivation of the Black-Scholes Equation
  • Explore experimental setups to demonstrate Brownian Motion
  • Investigate the implications of volatility in option pricing
  • Learn about the application of stochastic processes in finance
USEFUL FOR

Students participating in science fairs, educators teaching financial mathematics, and anyone interested in the intersection of physics and finance through Brownian Motion and the Black-Scholes Equation.

courtrigrad
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Hello

I am competing in a regional science fair on MArch 17. Currently I have done research on put and call options, brownian motion etc... I was wondering if you guys have any ideas of good science fair questions (Scientific Method) that can be clearly explained. Earlier, someone told me that I could do something in Brownian Motion. I was focusing on Black Scholes Equation.

Any ideas are appreciated :smile:
 
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any ideas?
 
courtrigrad said:
I was focusing on Black Scholes Equation.

There you go.
 

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