Non-local Dirichlet Forms and Symmetric Jump Processes

  title={Non-local Dirichlet Forms and Symmetric Jump Processes},
  author={Martin T. Barlow and Richard F. Bass and Zhen-Qing Chen and Moritz Kassmann},
We consider the non-local symmetric Dirichlet form (E ,F) given by E(f, f) = ∫ 

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Showing 1-10 of 30 references

Symmetric stable laws and stable-like jump-diffusions

  • V. Kolokoltsov
  • Proc. London Math Soc.,
  • 2000


  • Z.-Q. Chen. On reflected Dirichlet spaces. Probab. Theor Fields
  • 135162,
  • 1999

Diffusions and Elliptic Operators

  • R. F. Bass
  • Probability and its Applications (New York…
  • 1997

Composite media and asymptotic Dirichlet forms

  • U. Mosco
  • J. Funct. Anal.,
  • 1994

Gaussian upper bounds on fundamental solutions of parabolic equations; the method of Nash

  • E. B. Fabes
  • Dirichlet forms (Varenna, 1992), volume 1563 of…
  • 1993

Transition densities for Brownian motion on the Sierpiński carpet

  • M. T. Barlow, R. F. Bass
  • Probab. Theory Rel. Fields,
  • 1992

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