id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejde-734	Karuppusamy, Yadhavan; Lingeshwaran, Shangerganesh; Jeyaraj, Manimaran	Solvability of an attraction-repulsion chemotaxis Navier-Stokes system with arbitrary porous medium diffusion	2024	28	.pdf	application/pdf	10842	460	77	∥u∥1+α 1+α + ∥∇v∥22 + ∥∇w∥22 + ∥z∥22 ) + ∫ T 0 ( ∥∇u 1+α 2 ∥22 + ∥∇u 1+2α 2 ∥22 + ∥∆v∥22 + ∥∆w∥22 + ∥∇z∥22 ) and either one of the assumptions (2.5) or (2.59) holds by replacing R3 by Ω. Then for each T > 0, system (2.2) with boundary conditions (2.74) possesses a weak soluion (u, v, w, z) that satisfies sup 0≤t≤T (∫ Ω u| log u| dx+ ∥u∥1+α 1+α + ∥∇v∥22 + ∥∇w∥22 + ∥z∥22 ) + ∫ T 0 ( ∥∇u 1+α 2 ∥22 + ∥∇u 1+2α 2 ∥22 + ∥∆v∥22 + ∥∆w∥22 + ∥∇z∥22 )	cache/ejde-734.pdf	txt/ejde-734.txt