Self-Similar Solutions to a Parabolic Sy
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YΕ«ki Naito; Takashi Suzuki; Kiyoshi Yoshida
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Article
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2002
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Elsevier Science
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English
β 291 KB
We study the forward self-similar solutions to a parabolic system modeling chemotaxis in the whole space R 2 ; where t is a positive constant. Using the Liouville-type result and the method of moving planes, it is proved that self-similar solutions Γ°u; vΓ must be radially symmetric about the origin