Bermudan Put Option Price in the Double Exponential Model

Posted by Chun-Yuan Chiu

Input:

Show parameters of the double exponential model (annulized)

Risk free interest rate
sigma
p
lambda
ita_1
ita_2

Show inputs of the FFT pricing method

Number of grid points
Window [-c, c], c =

The settings of the derivative

Initial underlying asset price
Strike price
Time to maturity Years
Number of partitions
Output:
Put value

The price of an Asian call option in the double exponential model, a model proposed by Kou (2002). The calculation is based on the FFT method. The algorithm is a sequence of operations on grid functions. We take uniform grid in the interval [-c, c]. For now the number of grid points can only be a power of 2.

Tagged: FFT, Bermudan Option, Double Exponential Model, Jump-Diffusion Model

 •  Jun 26, 2013  • 

Image Gallery

pix pix pix pix pix pix

Why this website?

This website, QuantCalc, offers varied financial math calculators, hedging methods and arbitrage strategies. The reason why we develop QuantCalc is that we hope our ability of pricing, hedging and arbitraging can be seen by World. Please contact us if you want to see some specific method or strategy to be implemented on QuantCalc.

Contact

Please contact us if you have any suggestion.

garypai314@gmail.com


Copyright 2012-2024