Infinite-Dimensional Geometry - Theory and Applications

Infinite-Dimensional Geometry - Theory and Applications

Erwin Schrödinger International Institute for Mathematics and Physics (ESI) via YouTube Direct link

Anna Florio - Genericity of transverse homoclinic points for analytic convex billiards

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33 of 88

Anna Florio - Genericity of transverse homoclinic points for analytic convex billiards

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Infinite-Dimensional Geometry - Theory and Applications

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  1. 1 Georg Langs - From Brain Development and Reorganization to Reconstructing 77 Million Years of...
  2. 2 Najma Mosadegh - Investigation on Minimal Surfaces, Biharmonic Submanifolds, and their App...
  3. 3 Pooran Memari - Circle Patterns: Geometry, Analysis, and Applications, Part 1
  4. 4 Pooran Memari - Circle Patterns: Geometry, Analysis, and Applications, Part 2
  5. 5 Pooran Memari - Circle Patterns: Geometry, Analysis, and Applications, Part 3
  6. 6 Anton Francois - Python library Demeter Metamorphosis
  7. 7 Stefan Ohrhallinger - The Sampling - Reconstruction Dual
  8. 8 Remco Duits - Geometric Learning via data-efficient PDE-G-CNNs: Training of Association Fields
  9. 9 Elodie Maignant - Geometry of single-cell trajectories
  10. 10 Frédéric Barbaresco - Transverse Symplectic Foliation Structure for Thermodynamics-Informed Neural..
  11. 11 Alice Barbara Tumpach - Poisson structures and isospectral matrices
  12. 12 Peter Kán - Reconstruction of Illumination in 3D Scenes
  13. 13 Olivier Bisson - Differentiable Structures on Correlation Matrices with Applications in Neuroimaging
  14. 14 Mao Nishino - Path constrained unbalanced optimal transport
  15. 15 Tom Szwagier - The curse of isotropy: from principal components to principal subspaces
  16. 16 Emmanuel Hartman - Parameterization Invariant Representations for Efficient Shape Learning
  17. 17 Guillaume Charpiat - Neural Network Growth for Frugal AI : a functional analysis viewpoint
  18. 18 Martin Bauer - Infinite dimensional Riemannian geometry and geometric data science
  19. 19 Fabian Rupp - Conformally constrained minimization of total curvature
  20. 20 Minh Ha Quang - An information geometric and optimal transport framework for Gaussian processes
  21. 21 Karen Habermann - Geodesic and stochastic completeness for landmark space
  22. 22 Alice Le Brigant - The Lp-Fisher-Rao metrics and alpha-connections
  23. 23 Guillaume Serieys - On the metric geometry of general Lebesgue spaces and metrics accounting...
  24. 24 Theo Rudkiewicz - Tensor decomposition in frugal neural networks
  25. 25 Klas Modin - Information geometry of diffeomorphism groups, Part 3
  26. 26 Manon Verbockhaven - Growing Tiny Networks: Spotting Expressivity Bottlenecks and Fixing Them Opt...
  27. 27 Styliani Douka - Growing arbitrary DAG networks: method and strategies
  28. 28 Klas Modin - Information geometry of diffeomorphism groups, Part 2
  29. 29 Thomas Pierron - Extended LDDMM and applications to multi-scale matching problems
  30. 30 Rayane Mouhli - Decorrelation of vector fields with speed of varifolds
  31. 31 Klas Modin - Information geometry of diffeomorphism groups, Part 1
  32. 32 Tom Needham - Gromov-Wasserstein Distance and Applications to Shape Graphs
  33. 33 Anna Florio - Genericity of transverse homoclinic points for analytic convex billiards
  34. 34 Farid Diaf - Vector fields on the hyperbolic plane and surfaces in half-pipe space
  35. 35 Sadashige Ishida - More symplectic structures on the space of space curves
  36. 36 Lina Deschamps - On a hyperkähler view of the magnetic geodesic flow on CP^n.
  37. 37 Alice Barbara Tumpach - Infinite-dimensional hyperkaehler quotients, Nahm's equations and coad...
  38. 38 Tobias Diez - Infinite-dimensional Symplectic Geometry, Part 3
  39. 39 Laszlo Feher - Integrable Hamiltonian systems from Poisson reductions of doubles..., Part 3
  40. 40 Alice Barbara Tumpach - The Universal Teichmüller space
  41. 41 Yurii Neretin - Unitary representations of the group of diffeomorphisms of the circle
  42. 42 Tobias Diez - Infinite-dimensional Symplectic Geometry, Part 2
  43. 43 Laszlo Feher - Integrable Hamiltonian systems from Poisson reductions of doubles..., Part 2
  44. 44 Tobias Diez - Infinite-dimensional Symplectic Geometry, Part 1
  45. 45 Laszlo Feher - Integrable Hamiltonian systems from Poisson reductions of doubles..., Part 1
  46. 46 Zofia Grochulska - Approximately differentiable homeomorphisms: derivatives and Jacobians, Part 1
  47. 47 Baptiste Coquinot - Tracking Dissipative Dynamics with Geometry
  48. 48 Alina Dobrogowska - A new look at Lie algebras
  49. 49 Janusz Grabowski - Geometry of quantum dynamics in infinite-dimensions
  50. 50 Stephen Preston - Geometry and curvature of diffeomorphism groups
  51. 51 Stefan Haller - Augmented nonlinear Grassmannians as coadjoint orbits of classical diffeomorphism...
  52. 52 Levin Maier - On Mañé's Critical Value, the Magnetic Hunter-Saxton System, and an Infinite-Dim...
  53. 53 Tilmann Wurzbacher - Geometric prequantisation of two-pectic manifolds
  54. 54 Keti Tenenblat - Classes of nonlinear PDEs related to metrics of constant curvature
  55. 55 Anton Izosimov - Infinite-dimensional geometry and integrable PDEs, Part 3
  56. 56 Katarzyna Grabowska-Geometric Mechanics – Tulczyjew Triples, Algebroids, and Dirac Structures, Part3
  57. 57 Eva Miranda - Euler flows as universal models for dynamical systems
  58. 58 Gabriel Larotonda - Connections in Grassmann manifolds
  59. 59 Bas Janssens - Central extensions of the group of exact volume preserving diffeomorphisms
  60. 60 Katarzyna Grabowska-Geometric Mechanics – Tulczyjew Triples, Algebroids, and Dirac Structures, Part2
  61. 61 Anton Izosimov - Infinite-dimensional geometry and integrable PDEs, Part 2
  62. 62 Ali Suri - Conjugate points along spherical harmonics and quasi-geostrophic motion
  63. 63 Tomasz Goliński - Banach manifolds and integrable systems around them
  64. 64 Oscar Cosserat - Hamiltonian dynamics on Poisson manifolds and symplectic groupoids
  65. 65 Katarzyna Grabowska-Geometric Mechanics – Tulczyjew Triples, Algebroids, and Dirac Structures, Part1
  66. 66 Anton Izosimov - Infinite-dimensional geometry and integrable PDEs, Part 1
  67. 67 Esteban Andruchow - Subspaces with or without a common complement
  68. 68 Damaris Meier - Uniformization of metric surfaces
  69. 69 David Miyamoto - Lie algebras of diffeomorphism groups of non-compact manifolds, Part 2
  70. 70 Christian Blohmann - Lie algebras of diffeomorphism groups of non-compact manifolds, Part 1
  71. 71 Eduardo Chiumiento - Operator ideals and infinite-dimensional geometry, Part 3
  72. 72 Aneta Sliżewska - Banach-Lie groupoids, Part 3
  73. 73 Praful Rahangdale- Correspondence between infinite-dimensional Poisson-Lie groups and Lie bialgebras
  74. 74 Madeleine Jotz - Lie algebroid cohomology and ideals in Lie algebroids, Part 3
  75. 75 Alice Barbara Tumpach - Banach Poisson-Lie groups
  76. 76 Chiara Esposito - Global Homotopies for HKR Theorems in Differential Geometry
  77. 77 Daniel Beltita - Leaf spaces in Lie theory
  78. 78 Karl-Hermann Neeb - Covariant projective representations of Hilbert--Lie groups
  79. 79 Milan Niestijl - Holomorphic induction of unitary representations of BCH Fréchet-Lie groups
  80. 80 Anton Alekseev - Loop group Hamiltonian actions: a review
  81. 81 Eduardo Chiumiento - Operator ideals and infinite-dimensional geometry, Part 2
  82. 82 Cornelia Vizman - Central extensions in infinite dimensions
  83. 83 Aneta Sliżewska - Banach-Lie groupoids, Part 2
  84. 84 Madeleine Jotz - Lie algebroid cohomology and ideals in Lie algebroids, Part 2
  85. 85 Eduardo Chiumiento - Operator ideals and infinite-dimensional geometry, Part 1
  86. 86 Aneta Sliżewska - Banach-Lie groupoids, Part 1
  87. 87 Francesco Cattafi - PB-groupoids vs VB-groupoids
  88. 88 Madeleine Jotz - Lie algebroid cohomology and ideals in Lie algebroids, Part 1

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