AbstractWe use the theory of pseudodifferential operators to prove that the solutions of certain degenerate elliptic boundary value problems in the plane are smooth up to the boundary
AbstractThis study focuses on nonlocal boundary value problems (BVP) for degenerate elliptic differe...
summary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class ...
Não disponívelIn this work we give an explicit construction of parametrices for certain elliptic and...
AbstractWe use the theory of pseudodifferential operators to prove that the solutions of certain deg...
We present a partial Hölder regularity result for differential forms solving degenerate systems on ...
AbstractWe consider a nonlinear (possibly) degenerate elliptic operator Lv=−diva(∇v)+b(x,v) where th...
We obtain regularity results for solutions to Pu = f when P is a kth order elliptic differential ope...
We consider second-order differential-difference equations in bounded domains in the case where seve...
AbstractThis article concerns optimal estimates for nonhomogeneous degenerate elliptic equation with...
We consider a nonlinear (possibly) degenerate elliptic operator Lv = -diva(Delta v) + b(x, v) where ...
AbstractIn this paper we modify the usual series computation for a parametrix of an elliptic operato...
AbstractIn this paper we give some geometric criteria (analogous to Wiener's, Poincaré's and Zaremba...
Abstract.- The C~-regularity up to the boundary of solutions ta the Dirichlet problem: Lu = = fe C ~...
The well known De Giorgi result on Hölder continuity for solutions of the Dirichlet problem is re-es...
In this note we review some recent results in [64, 95, 96] concerning necessary and sufficient cond...
AbstractThis study focuses on nonlocal boundary value problems (BVP) for degenerate elliptic differe...
summary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class ...
Não disponívelIn this work we give an explicit construction of parametrices for certain elliptic and...
AbstractWe use the theory of pseudodifferential operators to prove that the solutions of certain deg...
We present a partial Hölder regularity result for differential forms solving degenerate systems on ...
AbstractWe consider a nonlinear (possibly) degenerate elliptic operator Lv=−diva(∇v)+b(x,v) where th...
We obtain regularity results for solutions to Pu = f when P is a kth order elliptic differential ope...
We consider second-order differential-difference equations in bounded domains in the case where seve...
AbstractThis article concerns optimal estimates for nonhomogeneous degenerate elliptic equation with...
We consider a nonlinear (possibly) degenerate elliptic operator Lv = -diva(Delta v) + b(x, v) where ...
AbstractIn this paper we modify the usual series computation for a parametrix of an elliptic operato...
AbstractIn this paper we give some geometric criteria (analogous to Wiener's, Poincaré's and Zaremba...
Abstract.- The C~-regularity up to the boundary of solutions ta the Dirichlet problem: Lu = = fe C ~...
The well known De Giorgi result on Hölder continuity for solutions of the Dirichlet problem is re-es...
In this note we review some recent results in [64, 95, 96] concerning necessary and sufficient cond...
AbstractThis study focuses on nonlocal boundary value problems (BVP) for degenerate elliptic differe...
summary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class ...
Não disponívelIn this work we give an explicit construction of parametrices for certain elliptic and...
DOI
Add to ORKG