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Medvedev, Vladimir

Statistics Math-Net.Ru
Talks: 5

Number of views:
This page:679
Talk pages:1549
Video records:201
PhD (2020)
Speciality: 01.01.04 (Geometry and topology)
E-mail:
Website: https://www.hse.ru/org/persons/101534432
Keywords: minimal submanifolds, Morse index of the volume functional, stability of minimal submanifolds, free boundary minimal submanifolds, spectrum of the Laplacian, Steklov spectrum, Nadirashvili-Friedlander invariants, Robin problem, static manifolds, static manifolds with boundary

Subject:

geometric analysis, minimal submanifolds, spectral geometry, static manifolds

   
Main publications:
  1. D. Cianci, and M. Karpukhin, and V. Medvedev., “On branched minimal immersions of surfaces by first eigenfunctions”, Annals of Global Analysis and Geometry, 56:4 (2019), 667–690
  2. V. Medvedev, “On free boundary minimal submanifolds in geodesic balls in Hn and Sn+”, Mathematische Zeitschrift, 310:1 (2025), 1-35
  3. V. Medvedev, “Degenerating sequences of conformal classes and the conformal Steklov spectrum”, Canadian Journal of Mathematics, 74:4 (2022), 1093-1136
  4. V. Medvedev, “On the Index of the Critical Möbius Band in B4”, The Journal of Geometric Analysis, 3:93 (33), 1-29
  5. V. Medvedev, “Static manifolds with boundary: Their geometry and some uniqueness theorems”, Annales Henri Poincaré, 2026, 1-33

https://www.mathnet.ru/eng/person182137
List of publications on Google Scholar

Presentations in Math-Net.Ru
1. Спектры и минимальные подмногообразия
Владимир Медведев
Mathematical seminar Faculty of Computer Science HSE
November 28, 2025 18:10   
2. Полиномиальные инварианты узлов. Семинар 3
V. Medvedev
Summer School “Contemporary Mathematics” Named After Vitaly Arnold, 2025
July 24, 2025 09:30   
3. Полиномиальные инварианты узлов. Семинар 2
V. Medvedev
Summer School “Contemporary Mathematics” Named After Vitaly Arnold, 2025
July 22, 2025 17:15   
4. Полиномиальные инварианты узлов. Семинар 1
V. Medvedev
Summer School “Contemporary Mathematics” Named After Vitaly Arnold, 2025
July 21, 2025 17:15   
5. Основные идеи геометрического анализа
V. Medvedev
Global analysis in modern theory of differential equations
October 16, 2020 18:00

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