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International Monthly Seminar on Time Scales Analysis #8

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Svetlin G. Georgiev (Main Organizer, Sorbonne University, Paris, France), Khaled Zennir (Co-Organizer:)
Description

The International Seminar on Time Scales Analysis is dedicated to the latest advancements in time scales analysis and its wide-ranging applications. Bringing together leading scientists, researchers, and practitioners from around the world, the seminar provides a platform to present cutting-edge research, exchange ideas, and foster interdisciplinary collaborations. Participants will also benefit from engaging talks and valuable networking opportunities, making it a key event for professionals in both pure and applied mathematics. The seminar is held monthly, and it will be online.

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Participants
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    • 1
      Cohen M-strictly Lipschitz $p$-nuclear operators

      Cohen has introduced the notion of strongly $p$-summing and $p$%
      -nuclear for linear operators. Many authors have considered these notions by
      generalizing in several directions, namely the multilinear, sublinear and
      Lipschitz cases. In the same circle of ideas, we will make an extension of
      these notions in order to produce the class of Cohen M-strictly Lipschitz $p$-nuclear operators.\newline

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\vspace{0.3cm}\\
{\textbf {Keywords:}}
Lipschitz $p$-summing operators,  MS-Lipschitz $p$-summing operators, MS-Cohen Lipschitz $p$-summing\\
{\bf {2020 Mathematics Subject Classification:}} Primary 47A35, 60Fxx, 60G10.%-----------------------
      Speaker: Dr Maatougui Belaala
      maatougui2025.pdf
    • 2:30 PM
      Discussion
    • 2
      Fractional Euler-Boussinesq system with Yudovich data

      The present presentation investigates the two-dimensional Euler-Boussinesq system with critical fractional dissipation and a general source term, where we assume that the initial data are of Yudovich type.

      Speaker: Dr Oussama Melkemi
    • 3:10 PM
      Discussion
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