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Stability of Time-Dependent Diffusion Semigroups and Kernels

Stability of Time-Dependent Diffusion Semigroups and Kernels
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摘要 The main result of this paper is that when the coefficients of the time-dependent divergence form operators are Hlder continuous in time with order not too much smaller than (1/2),the distance of the semigroups of two operators is bounded by the L<sub>2</sub> distance of the coefficients of their corresponding operators. The main result of this paper is that when the coefficients of the time-dependent divergence form operators are Hlder continuous in time with order not too much smaller than (1/2),the distance of the semigroups of two operators is bounded by the L<sub>2</sub> distance of the coefficients of their corresponding operators.
出处 《Acta Mathematica Sinica,English Series》 SCIE CSCD 1999年第4期575-586,共12页 数学学报(英文版)
基金 Research partially supported by N.S.F.Grants DMS-9625642
关键词 Time-dependent diffusion semigroups STABILITY Hlder continuous Time-dependent diffusion semigroups Stability Hlder continuous
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