Intrinsic ultracontractivity of non-symmetric diffusion semigroups in bounded domains

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概要

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• We extend the concept of intrinsic ultracontractivity to non-symmetric semigroups and prove the intrinsic ultracontractivity of the Dirichlet semigroups of non-symmetric second order elliptic operators in bounded Lipschitz domains.

• 東北大学の論文

著者

• Kim Panki

  Department Of Mathematical Sciences Seoul National University

• Song Renming

  Department Of Mathematics University Of Illinois

関連論文

• Weighted Poincare Inequality of Fractional Order (Stochastic Analysis of Jump Processes and Related Topics)
• Parabolic Harnack inequality for the mixture of Brownian motion and stable process
• Hardy inequality for censored stable processes
• Intrinsic ultracontractivity of non-symmetric diffusion semigroups in bounded domains

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