Add to ORKGThe comparison principle for semicontinuous viscosity sub- and supersolutions of elliptic equations on the form $F(D^2 w,x) = 0$ is established under new and weaker conditions on the operator.Comment: 29 pages, 4 figure
In this doctoral thesis we consider a special type of degenerate elliptic partial differential equat...
Order properties are normally derived from maximum principles associated with an operator, say $P$, ...
A comparison principle for viscosity sub- and super-solutions of second order elliptic partial diffe...
We present some recent advances in the productive and symbiotic interplay between general potential ...
We prove a comparison principle for unbounded weak sub/super solutions of the equation λu − div(A(...
We collect examples of boundary-value problems of Dirichlet and Dirichlet–Neumann type which we foun...
International audienceWe are concerned with fully nonlinear possibly degenerate elliptic partial dif...
AbstractWe are concerned with fully nonlinear possibly degenerate elliptic partial differential equa...
For scalar fully nonlinear partial differential equations F(x, D2u(x)) = 0 with x ∈ Ω b RN , we pres...
We prove a comparison principle for weak solutions of elliptic quasilinear equations in divergence f...
AbstractWe prove a comparison principle for second order quasilinear elliptic operators in divergenc...
The validity of the comparison principle in variable coefficient fully nonlinear gradient free poten...
We prove comparison principles for viscosity solutions of nonlinear second order, uniformly elliptic...
This note is based on ajoint work with Professor Yoshikazu Giga of Univer-sity of Tokyo [5]. 1
We analyze the validity of the Maximum Principle for viscosity solutions of fully nonlinear second o...
In this doctoral thesis we consider a special type of degenerate elliptic partial differential equat...
Order properties are normally derived from maximum principles associated with an operator, say $P$, ...
A comparison principle for viscosity sub- and super-solutions of second order elliptic partial diffe...
We present some recent advances in the productive and symbiotic interplay between general potential ...
We prove a comparison principle for unbounded weak sub/super solutions of the equation λu − div(A(...
We collect examples of boundary-value problems of Dirichlet and Dirichlet–Neumann type which we foun...
International audienceWe are concerned with fully nonlinear possibly degenerate elliptic partial dif...
AbstractWe are concerned with fully nonlinear possibly degenerate elliptic partial differential equa...
For scalar fully nonlinear partial differential equations F(x, D2u(x)) = 0 with x ∈ Ω b RN , we pres...
We prove a comparison principle for weak solutions of elliptic quasilinear equations in divergence f...
AbstractWe prove a comparison principle for second order quasilinear elliptic operators in divergenc...
The validity of the comparison principle in variable coefficient fully nonlinear gradient free poten...
We prove comparison principles for viscosity solutions of nonlinear second order, uniformly elliptic...
This note is based on ajoint work with Professor Yoshikazu Giga of Univer-sity of Tokyo [5]. 1
We analyze the validity of the Maximum Principle for viscosity solutions of fully nonlinear second o...
In this doctoral thesis we consider a special type of degenerate elliptic partial differential equat...
Order properties are normally derived from maximum principles associated with an operator, say $P$, ...
A comparison principle for viscosity sub- and super-solutions of second order elliptic partial diffe...