本刊英文版Vol.38(2022),No.2论文摘要

Abstracts of Acta Mathematica Sinica, English Series, Nos. 2, Vol. 38(2022)

Global Fujita-Kato’s Type Solutions and Long-time Behavior for the Multidimensional Chemotaxis Model Qiong Lei CHEN Xiao Nan HAO Jing Yue LI Abstract We establish the global well-posedness for the multidimensional chemotaxis model with some classes of large initial data,especially the case when the rate of variation of ln v_(0)(v_(0) is the chemical concentration)contains high oscillation and the initial density near the equilibrium is allowed to have large oscillation in 3D.