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ERROR ESTIMATES FOR OPTION PRICES IN JUMP-DIFFUSION MODELS

  • Wee, In-Suk (Department of Mathematics, Korea University)
  • Published : 2002.11.01

Abstract

We consider a jump-diffusion model generated by a Levy process for an asset price. We present an error estimate for the option prices between the jump-diffusion model and the Black-scholes model when the former converges weakly to the latter.

Keywords

References

  1. Ann. Appl. Probab. v.9 Pricing contingent claims on stocks driven by Levy processes T. Chan https://doi.org/10.1214/aoap/1029962753
  2. Applied Stochastic Analysis Hedging of contingent claims under incomplete information H. Follmer;M. Schweizer;M. H. A. Davis(ed.);R. J. Elliot(ed.)
  3. Green functions for second order parabolic integro-differential problems M. G. Garroni;J. L. Menaldi
  4. Stochastic differential equations I. I. Gihman;A. V. Skorohod
  5. Convergence of jump-diffusion models to the Black-Scholes model D. W. Hong;I. S. Wee