2012Stochastics and DynamicsRequires access

DERIVATIVE FORMULA AND HARNACK INEQUALITY FOR DEGENERATE FUNCTIONAL SDEs

Jianhai Bao, Feng‐Yu Wang, Chenggui Yuan

Open publisher page 30 citations

Abstract

By constructing successful couplings, the derivative formula, gradient estimates and Harnack inequalities are established for the semigroup associated with a class of degenerate functional stochastic differential equations.

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What this paper is about

By constructing successful couplings, the derivative formula, gradient estimates and Harnack inequalities are established for the semigroup associated with a class of degenerate functional stochastic differential equations.

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OpenAlex reports 30 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

By constructing successful couplings, the derivative formula, gradient estimates and Harnack inequalities are established for the semigroup associated with a class of degenerate functional stochastic differential equations.

Key concepts: Harnack's inequality, Harnack's principle, Mathematics, Degenerate energy levels, Derivative (finance), Inequality, Directional derivative, Pure mathematics

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