Homoclinic and heteroclinic orbits for a semilinear parabolic equation
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概要
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We study the existence of connecting orbits for the Fujita equation with a critical or supercritical exponent. For certain ranges of the exponent we prove the existence of heteroclinic connections from positive steady states to zero and a homoclinic orbit with respect to zero.
著者
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Yanagida Eiji
Department Of Information Science Faculty Of Science Tokyo Institute Of Technology
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Fila Marek
Department Of Applied Mathematics And Statistics Comenius University
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