roni
Cornell FE
- Joined
- 3/19/09
- Messages
- 608
- Points
- 38
I am a Baruch student and there are two undergrad MFin courses offered at Baruch and CCNY.
These are the courses:
MTH 4500- Baruch:
"This course is an introduction to the mathematical methods used in finance and their practical applications. The course begins with a review of discrete and continuous probability, including brownian motion. The finite difference methods, Monte Carlo simulation, Newton's method, and the least squares problem will be studied. These methods will be applied to solve the Black-Scholes equation, price Americann options, price exotic options, and find the zero curve. Other topics include forwards and futures, arbitrage pricing theory, bonds and swaps, bootstrapping, European and American options, put-call parity, binomial trees for options pricing, and exotic options."
MATH 38200- CCNY:
"Review of discrete time models and binomial trees. Cox, Ross, Rubinstein approach to the Black-Scholes model; Black-Scholes equation and option pricing formulae; Brownian motion and stochastic differential equations; Ito's calculus and Ito's lemma; stopping times; the heat equation; option pricing and the heat equation; numerical solution of parabolic partial differential equations; interest rate models; simulation and financial models."
Which one will benefit me most ?
I am a finance major and am trying to prepare myself best for the MFE program.
I never took 381 (the professor who is teaching 381 said that I have the necessary background to take straight 382)
here is the description for 381:
"Definitions of options and exotic options on stocks, interests rates and indices; binomial trees; volatility and methods to estimate volatility; continuous models and Black-Scholes; hedging; bond models and interest rate options; spreadsheet methods and computational methods including difference methods and Monte Carlo simulations."
Actually, taking 4500 is more comfortable for me since I am a Baruch college student. However, if 382 is better, I don't mind traveling to CCNY :\
Thanks,
Roni.
These are the courses:
MTH 4500- Baruch:
"This course is an introduction to the mathematical methods used in finance and their practical applications. The course begins with a review of discrete and continuous probability, including brownian motion. The finite difference methods, Monte Carlo simulation, Newton's method, and the least squares problem will be studied. These methods will be applied to solve the Black-Scholes equation, price Americann options, price exotic options, and find the zero curve. Other topics include forwards and futures, arbitrage pricing theory, bonds and swaps, bootstrapping, European and American options, put-call parity, binomial trees for options pricing, and exotic options."
MATH 38200- CCNY:
"Review of discrete time models and binomial trees. Cox, Ross, Rubinstein approach to the Black-Scholes model; Black-Scholes equation and option pricing formulae; Brownian motion and stochastic differential equations; Ito's calculus and Ito's lemma; stopping times; the heat equation; option pricing and the heat equation; numerical solution of parabolic partial differential equations; interest rate models; simulation and financial models."
Which one will benefit me most ?
I am a finance major and am trying to prepare myself best for the MFE program.
I never took 381 (the professor who is teaching 381 said that I have the necessary background to take straight 382)
here is the description for 381:
"Definitions of options and exotic options on stocks, interests rates and indices; binomial trees; volatility and methods to estimate volatility; continuous models and Black-Scholes; hedging; bond models and interest rate options; spreadsheet methods and computational methods including difference methods and Monte Carlo simulations."
Actually, taking 4500 is more comfortable for me since I am a Baruch college student. However, if 382 is better, I don't mind traveling to CCNY :\
Thanks,
Roni.