【摘要】 本文研究了在光滑有界域Ω??R~n内具有齐次Neumann边界条件下含有间接信号产生型的拟线性趋化模型：■当1-2/n-m+q=0时，对任意适当光滑初值，解是整体存在的；如果Ω是径向对称区域，则存在适当大的非负径向对称初值，使得解在无限时间发生爆破。更多还原

【Abstract】 This paper deals with the following quasilinear chemotaxis systems with indirect signal production■under homogeneous Neumann boundary conditions in a smooth bounded domain Ω ??R~n. It is shown that when 1-2/n-m + q =0,for all suitably smooth initial data,the problem possesses a global classical solution;whereas if Ω is a radially symmetric domain,there exist nonnegative radially symmetric initial datawith sufficiently large mass such that the solution blows up in infinite time.更多还原