On spatial energy decay for quasilinear boundary value problems in cone-like and exterior domains
On spatial energy decay for quasilinear boundary value problems in cone-like and exterior domains
A number of boundary value problems for second order quasilinear partial differential equations in divergence form, in cone-like domains and exterior domains, in two and three dimensions, are considered.For the cone-like domains, homogeneous data of either the Dirichlet, Neumann, or mixed type are prescribed on the lateral sides.New results are …