The drift–diffusion system in two-dimensional critical Hardy space

By T. Ogawa, Senjo Shimizu. 2008

51 citations recorded by the source corpus.

Subfields: Applied Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/a9cfbefd15fa11cdc4b008c17172ac79f148df97

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In Applied Mathematics

1. Senjo Shimizu
2. T. Ogawa
3. Yoshihiro Shibata

In Mathematical Physics

1. Senjo Shimizu
2. T. Ogawa
3. Yoshihiro Shibata

Citations in the corpus

• End-point maximal regularity and its application to two-dimensional Keller–Segel system (2010, background): “In our former result [ 55 ], we consider the bi-polor type drift-diffusion system in the critical Hardy space H 1 (R 2 ) where the entropy functional is rigorously justified and showed that there exists a unique time local solution of (1.10) for any initial data in H 1 (R 2 ).”