We establish sharp inequalities for the Riesz potential and its gradient inRnand indicate their usefulness for potential analysis, moment theory and other applications
In this paper we establish new L1-type estimates for the classical Riesz potentials of order α∈(0,N)...
Kuusi T, Nowak SN, Sire Y. Gradient regularity and first-order potential estimates for a class of no...
In this paper we show the stability of the ball as maximizer of the Riesz potential among sets of gi...
We establish sharp inequalities for the Riesz potential and its gradient inRnand indicate their usef...
AbstractWe prove new potential and nonlinear potential pointwise gradient estimates for solutions to...
Pointwise gradient bounds via Riesz potentials, such as those available for the linear Poisson equat...
We survey a number of recent results concerning the possibility of proving pointwise gradient estima...
summary:In this paper is proved a weighted inequality for Riesz potential similar to the classical o...
The spatial gradient of solutions to nonlinear degenerate parabolic equations can be pointwise estim...
We study the gradient regularity of solutions to measure data elliptic systems with Uhlenbeck-type s...
Various sharp pointwise estimates for the gradient of solutions to the heat equation are obtained. T...
We show convergence of the gradients of the Schrödinger potentials to the (uniquely determined) grad...
Abstract. We consider a functional on the Wiener space which is smooth and not degenerated in Mallia...
Abstract. We consider elliptic problems with non standard growth conditions whose most prominent mod...
summary:Pointwise interpolation inequalities, in particular, \left\vert\nabla_ku(x)\right\vert\leq c...
In this paper we establish new L1-type estimates for the classical Riesz potentials of order α∈(0,N)...
Kuusi T, Nowak SN, Sire Y. Gradient regularity and first-order potential estimates for a class of no...
In this paper we show the stability of the ball as maximizer of the Riesz potential among sets of gi...
We establish sharp inequalities for the Riesz potential and its gradient inRnand indicate their usef...
AbstractWe prove new potential and nonlinear potential pointwise gradient estimates for solutions to...
Pointwise gradient bounds via Riesz potentials, such as those available for the linear Poisson equat...
We survey a number of recent results concerning the possibility of proving pointwise gradient estima...
summary:In this paper is proved a weighted inequality for Riesz potential similar to the classical o...
The spatial gradient of solutions to nonlinear degenerate parabolic equations can be pointwise estim...
We study the gradient regularity of solutions to measure data elliptic systems with Uhlenbeck-type s...
Various sharp pointwise estimates for the gradient of solutions to the heat equation are obtained. T...
We show convergence of the gradients of the Schrödinger potentials to the (uniquely determined) grad...
Abstract. We consider a functional on the Wiener space which is smooth and not degenerated in Mallia...
Abstract. We consider elliptic problems with non standard growth conditions whose most prominent mod...
summary:Pointwise interpolation inequalities, in particular, \left\vert\nabla_ku(x)\right\vert\leq c...
In this paper we establish new L1-type estimates for the classical Riesz potentials of order α∈(0,N)...
Kuusi T, Nowak SN, Sire Y. Gradient regularity and first-order potential estimates for a class of no...
In this paper we show the stability of the ball as maximizer of the Riesz potential among sets of gi...
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