We investigate and prove the validity of the maximum principle in narrow, possibly unbounded domains for very degenerate elliptic operators, just requiring a strict ellipticity in one direction and moreover establishing related Phragmén-Lindelöf principles
Two models of degenerate elliptic operators are presented, partially elliptic operators and directio...
summary:We introduce weak discrete maximum principles for matrix equations associated with some elli...
New maximum principles have been discussed for operators which are strictly elliptic in one directio...
We investigate and prove the validity of the maximum principle in narrow, possibly unbounded domain...
We investigate and prove the validity of the maximum principle in narrow, possibly unbounded domains...
AbstractFor second order linear equations and inequalities which are degenerate elliptic but which p...
AbstractWe consider the strong maximum principle and the compact support principle for quasilinear e...
Maximum principles play an important role in the theory of elliptic equations. In the last decades t...
We prove the validity of maximum principles for a class of fully nonlinear operators on unbounded su...
Maximum Principles on unbounded domains play a crucial rôle in several problems related to linear se...
Maximum Principles on unbounded domains play a crucial role in several problems related to linear se...
Two models of degenerate elliptic operators are presented, partially elliptic operators and directio...
summary:We introduce weak discrete maximum principles for matrix equations associated with some elli...
New maximum principles have been discussed for operators which are strictly elliptic in one directio...
We investigate and prove the validity of the maximum principle in narrow, possibly unbounded domain...
We investigate and prove the validity of the maximum principle in narrow, possibly unbounded domains...
AbstractFor second order linear equations and inequalities which are degenerate elliptic but which p...
AbstractWe consider the strong maximum principle and the compact support principle for quasilinear e...
Maximum principles play an important role in the theory of elliptic equations. In the last decades t...
We prove the validity of maximum principles for a class of fully nonlinear operators on unbounded su...
Maximum Principles on unbounded domains play a crucial rôle in several problems related to linear se...
Maximum Principles on unbounded domains play a crucial role in several problems related to linear se...
Two models of degenerate elliptic operators are presented, partially elliptic operators and directio...
summary:We introduce weak discrete maximum principles for matrix equations associated with some elli...
New maximum principles have been discussed for operators which are strictly elliptic in one directio...