AbstractWe consider autonomous parabolic Dirichlet problems in a regular unbounded open set Ω⊂RN involving second-order operator A with (possibly) unbounded coefficients. We determine new conditions on the coefficients of A yielding global gradient estimates for the bounded classical solution
We deal with the regularity problem for linear, second order parabolic equations and systems in dive...
We study a class of elliptic operators A with unbounded coefficients defined in I x R-d for some unb...
We consider a second-order parabolic equation in R^d+1 with possibly unbounded lower order coefficie...
AbstractWe consider autonomous parabolic Dirichlet problems in a regular unbounded open set Ω⊂RN inv...
We study global regularity properties of invariant measures associated with second order differentia...
We consider a parabolic equation driven by a nonlinear diffusive operator and we obtain a gradient e...
We consider a class of second-order uniformly elliptic operators A with unbounded coefficients in RN...
Given a class of nonautonomous elliptic operators $\A(t)$ with unbounded coefficients, defined in $\...
We provide quantitative gradient bounds for solutions to certain parabolic equations with unbalanced...
Consider the Dirichlet problem for elliptic and parabolic equations in nondivergence form with var...
Abstract. This paper studies the global regularity theory for degenerate non-linear parabolic partia...
Consider the Dirichlet problem for elliptic and parabolic equations in non-divergence form with vari...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
We deal with the regularity problem for linear, second order parabolic equations and systems in dive...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
We deal with the regularity problem for linear, second order parabolic equations and systems in dive...
We study a class of elliptic operators A with unbounded coefficients defined in I x R-d for some unb...
We consider a second-order parabolic equation in R^d+1 with possibly unbounded lower order coefficie...
AbstractWe consider autonomous parabolic Dirichlet problems in a regular unbounded open set Ω⊂RN inv...
We study global regularity properties of invariant measures associated with second order differentia...
We consider a parabolic equation driven by a nonlinear diffusive operator and we obtain a gradient e...
We consider a class of second-order uniformly elliptic operators A with unbounded coefficients in RN...
Given a class of nonautonomous elliptic operators $\A(t)$ with unbounded coefficients, defined in $\...
We provide quantitative gradient bounds for solutions to certain parabolic equations with unbalanced...
Consider the Dirichlet problem for elliptic and parabolic equations in nondivergence form with var...
Abstract. This paper studies the global regularity theory for degenerate non-linear parabolic partia...
Consider the Dirichlet problem for elliptic and parabolic equations in non-divergence form with vari...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
We deal with the regularity problem for linear, second order parabolic equations and systems in dive...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
We deal with the regularity problem for linear, second order parabolic equations and systems in dive...
We study a class of elliptic operators A with unbounded coefficients defined in I x R-d for some unb...
We consider a second-order parabolic equation in R^d+1 with possibly unbounded lower order coefficie...
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