Representing systems of reproducing kernels in spaces of analytic functions

5 Jul 2023, 15:05
30m

Speaker

Timur Batenev (Saint Petersburg University)

Description

In the talk we give an elementary construction of reproducing kernels for Hardy spaces $H^p$, $p\in [1,\infty)$, in polydisc, ball and in half-plane, as well as representing systems of reproducing kernels in some weighted Hardy spaces in disc (e.g., Dirichlet space).

Primary author

Timur Batenev (Saint Petersburg University)

Presentation Materials

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