25-30 November 2024
Saint-Petersburg University
Europe/Moscow timezone

On embedding theorems for function spaces with mixed logarithmic smoothness

28 Nov 2024, 12:10
35m
Saint-Petersburg University

Saint-Petersburg University

Department of Mathematics and Computer Sciences, Saint-Petersburg University, Saint Petersburg, 14 line V.O., 29B Yandex maps link: https://yandex.ru/maps/-/CDw2mFl9 Google maps link: https://maps.app.goo.gl/L1Nrzf81wahREKop6 ZOOM streaming at: https://us02web.zoom.us/j/675315555

Speaker

Gabdolla Akishev (Kazakhstan Branch of Lomonosov Moscow State University, Astana)

Description

The talk discusses the Lorentz space $L_{p, \tau}(\mathbb{T}^{m})$, $2\pi$ periodic functions of many variables and $S_{p, \theta}^{0, \overline{ b}}\mathbf{B}$, $S_{p, \theta}^{0, \overline{b}}B$ --- spaces with mixed logarithmic smoothness, equivalent norms of spaces with mixed logarithmic smoothness, necessary and sufficient conditions for the embedding of spaces $S_{p, \theta}^{0, \overline{b}}\mathbf{B}$, $S_{p, \theta}^{0, \overline{b}}B$ into each other.

Primary author

Gabdolla Akishev (Kazakhstan Branch of Lomonosov Moscow State University, Astana)

Presentation Materials

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