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Original Articles

Approximations of ornstein-uhlenbeck processes with unbounded linear drifts

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Pages 303-312 | Published online: 04 Apr 2007

References

  • Albeverio , S. and Röckner , M. 1991 . Stochastic Differential Equations in Infinite Dimensions: Solutions via Dirichlet Forms . Prob. Th. Rel. Fields , 89 : 347 – 386 .
  • Albeverio , S. and Høegh-Krohn , R. juin 1975,1976 . “ Quasi-invariant measures, symmetric diffusion processes and quantum fields ” . In Les méthodes mathématiques de la théorie quantique des champs. Colloques Internationaux du C. R. N. S , juin , 23 – 27 . Marseille . C. N. R. S
  • Ethier , S. N. and Kurtz , T. G. 1986 . “ Markov Processes ” . In Characterization and Convergence , New York : John Wiley Sons .
  • Lyons , T. J. and Zhang , T. S. 1994 . Decomposition of Dirichlet processes and Its Applications . The Annals of Probability , 22(1) : 494 – 524 .
  • Lyons , T. J. and Zheng , W. A. 1988 . A crossing estimate for the canonical process on a Dirichlet space and tightness result, Colioque Paul Lévy sur les processes stochastique . Astérisqué , 157-158 : 248 – 272 .
  • Röckner , M. and Zhang , T. S. 1992 . Uniqueness of generalized Schrödinger operators and applications . Journal of Functional Analysis , 105 : 187 – 231 .
  • Röckner , M. and Schmuland , B. 1992 . Tightness of general C1 p-capacities on Banach space . Journal of Functional Analysis , 108 : 1 – 12 .
  • Takeda , M. 1989 . On a martingale method for symmetric diffusion processes and its Application . Osaka J. Math , 26 : 605 – 625 .

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