AbstractFor weights on the unit disk that are logarithmically subharmonic and reproducing for the origin, an estimate from above and below is obtained for the Bergman kernel associated with the weight. In particular, that kernel is zero free, and bounded from above by twice the unweighted Bergman kernel
The role of weighted biharmonic Green functions in weighted Bergman spaces was first studied in the ...
We present a technique for computing explicit, concrete formulas for the weighted Bergman kernel on ...
Abstract In this short note, we compare our previous work on the off-diagonal ex-pansion of the Berg...
AbstractWe describe singularities of weighted Bergman kernels on the unit disc with respect to radia...
In this paper we consider (1) the weights of integration for which the reproducing kernel of the Ber...
Es werden Arbeiten die sich mit dem gewichteten Bergman Kern beschäftigen näher untersucht und mit E...
The reproducing kernel function of a weighted Bergman space over domains in Cd is known explicitly i...
AbstractThe reproducing kernel function of a weighted Bergman space over domains in Cd is known expl...
The reproducing kernel function of a weighted Bergman space over domains in Cd is known explicitly i...
AbstractThe necessary density condition in C known for sampling and interpolation in the Lp space of...
The main theme of this thesis is the connection between weighted biharmonic Green functions and weig...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
We present a technique for computing explicit, concrete formulas for the weighted Bergman kernel on ...
The role of weighted biharmonic Green functions in weighted Bergman spaces was first studied in the ...
We present a technique for computing explicit, concrete formulas for the weighted Bergman kernel on ...
Abstract In this short note, we compare our previous work on the off-diagonal ex-pansion of the Berg...
AbstractWe describe singularities of weighted Bergman kernels on the unit disc with respect to radia...
In this paper we consider (1) the weights of integration for which the reproducing kernel of the Ber...
Es werden Arbeiten die sich mit dem gewichteten Bergman Kern beschäftigen näher untersucht und mit E...
The reproducing kernel function of a weighted Bergman space over domains in Cd is known explicitly i...
AbstractThe reproducing kernel function of a weighted Bergman space over domains in Cd is known expl...
The reproducing kernel function of a weighted Bergman space over domains in Cd is known explicitly i...
AbstractThe necessary density condition in C known for sampling and interpolation in the Lp space of...
The main theme of this thesis is the connection between weighted biharmonic Green functions and weig...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
summary:We present a proof of the weighted estimate of the Bergman projection that does not use extr...
We present a technique for computing explicit, concrete formulas for the weighted Bergman kernel on ...
The role of weighted biharmonic Green functions in weighted Bergman spaces was first studied in the ...
We present a technique for computing explicit, concrete formulas for the weighted Bergman kernel on ...
Abstract In this short note, we compare our previous work on the off-diagonal ex-pansion of the Berg...
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