Munich Personal RePEc Archive

Closed-Form Approximations for Spread Option Prices and Greeks

Li, Minqiang (2008): Closed-Form Approximations for Spread Option Prices and Greeks.

[img]
Preview
PDF
MPRA_paper_6994.pdf

Download (321kB) | Preview

Abstract

We develop a new closed-form approximation method for pricing spread options. Numerical analysis shows that our method is more accurate than existing analytical approximations. Our method is also extremely fast, with computing time more than two orders of magnitude shorter than one-dimensional numerical integration. We also develop closed-form approximations for the greeks of spread options. In addition, we analyze the price sensitivities of spread options and provide lower and upper bounds for digital spread options. Our method enables the accurate pricing of a bulk volume of spread options with different specifications in real time, which offers traders a potential edge in financial markets. The closed-form approximations of greeks serve as valuable tools in financial applications such as dynamic hedging and value-at-risk calculations.

UB_LMU-Logo
MPRA is a RePEc service hosted by
the Munich University Library in Germany.