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Degenerate parabolic equation with critical exponent derived from the kinetic theory, IV, structure of the blowup set

Advances in Differential Equations (2010) 15(9-10) 853-892
DOI: 10.57262/ade/1355854614
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Abstract

We continue to study the degenerate parabolic equation derived from the kinetic theory using Rényi-Tsallis' entropy. The finiteness of type II blowup points and several structures of the blowup set are shown for the critical exponent case.

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Suzuki, T., & Takahashi, R. (2010). Degenerate parabolic equation with critical exponent derived from the kinetic theory, IV, structure of the blowup set. Advances in Differential Equations, 15(9–10), 853–892. https://doi.org/10.57262/ade/1355854614

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