Almost global existence for the Neumann problem of quasilinear wave equations outside star-shaped domains in 3D
Files
Date
2017-12-31
Authors
Ren, Lulu
Xin, Jie
Journal Title
Journal ISSN
Volume Title
Publisher
Texas State University, Department of Mathematics
Abstract
In this article, we prove the almost global existence of solutions for quasilinear wave equations in the complement of star-shaped domains in three dimensions, with a Neumann boundary condition.
Description
Keywords
Quasilinear wave equations, Exterior problem, Almost global existence, Neumann boundary condition
Citation
Ren, L., & Xin, J. (2017). Almost global existence for the Neumann problem of quasilinear wave equations outside star-shaped domains in 3D. <i>Electronic Journal of Differential Equations, 2017</i>(312), pp. 1-22.