Date of Publication:2017-01-01 Hits:
First Author:Ru, Shaolei
Date of Publication:2017-01-01
Journal:Mathematical Methods in the Applied Sciences
Affiliation of Author(s):数理与信息工程学院
Document Type:期刊
Volume:Vol.40
Issue:No.18
Page Number: 6790-6800
ISSN No.:0170-4214
Key Words:global well-posedness;Navier-Stokes equations;smoothing effect
Abstract:In this paper, we construct a more general Besov spaces (B) over dot(r1,r2,r 3)(sigma,1) and consider the global well-posedness of incompressible Navier-Stokes equations with small data in (B) over dot(r1,r2,r 3)(sigma,infinity) for 1/r(1) + 1/r(2) + 1/r(
Translation or Not:no