• 1-800-526-8630U.S. (TOLL FREE)
  • 1-917-300-0470EAST COAST U.S.
  • +353-1-416-8900REST OF WORLD

This product is currently not available for purchase.

RELATED PRODUCTS

Tree estimation for Stochastic Volatility Models The Anderson SPDE. Edition No. 1 - Product Image

Tree estimation for Stochastic Volatility Models The Anderson SPDE. Edition No. 1

  • ID: 1913661
  • April 2010
  • 116 Pages
  • VDM Publishing House

This text is divided into two parts. In the first part we present a methodology for approximating complex stochastic processes. Furthermore, we present an application to finance to calculate the price of American or European options when the price of the underlying equity obeys these complex processes. In the second part we investigate the exponential behavior of the solution of the parabolic Anderson model when the time goes to infinity. We show that the relevant quantity (the Lyapunov exponent) exists, and we provide tight lower and upper bounds for it.

Note: Product cover images may vary from those shown

Ionut, Florescu.
Ionut Florescu is a Probability and Statistics professor currently at Stevens Institute of Technology, Hoboken, New Jersey, USA. He is a graduate of University of Bucharest, Romania and of Purdue University, Indiana USA.

Note: Product cover images may vary from those shown
Note: Product cover images may vary from those shown

Our Clients

Our clients' logos