Degenerate Drifted Wave Equations in Nondivergence Form: Nonlinear Stabilization
研究了一类在边界点退化的非散度形式一维波动方程的非线性镇定问题，通过非线性阻尼实现稳定。
Abstract We study the stabilization of degenerate 1-D wave equations in non divergence form with drift. The degeneracy takes place in one boundary point and the stabilization is obtained by a nonlinear damping in the nondegeneracy one.