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Alice Barbora Tumpach
Alice Barbora Tumpach
Lille University and Wolfgang Pauli Institut Vienna
Verified email at univ-lille.fr - Homepage
Title
Cited by
Cited by
Year
The restricted Grassmannian, Banach Lie–Poisson spaces, and coadjoint orbits
D Beltiţă, TS Ratiu, AB Tumpach
Journal of Functional Analysis 247 (1), 138-168, 2007
452007
Varietes kaehlériennes et hyperkaéleriennes de dimension infinie
AB Tumpach
Ecole Polytechnique X, 2005
282005
Gauge invariant framework for shape analysis of surfaces
AB Tumpach, H Drira, M Daoudi, A Srivastava
IEEE transactions on pattern analysis and machine intelligence 38 (1), 46-59, 2015
202015
Mostow's Decomposition Theorem for L*-groups and Applications to affine coadjoint orbits and stable manifolds
AB Tumpach
arXiv preprint math-ph/0605039, 2006
152006
Queer Poisson brackets
D Beltiţă, T Goliński, AB Tumpach
Journal of Geometry and Physics 132, 358-362, 2018
132018
Quotient elastic metrics on the manifold of arc-length parameterized plane loops
AB Tumpach, SC Preston
arXiv preprint arXiv:1601.06139, 2016
132016
Hyperkähler structures and infinite-dimensional Grassmannians
AB Tumpach
Journal of Functional Analysis 243 (1), 158-206, 2007
112007
Banach Poisson–Lie groups and Bruhat–Poisson structure of the restricted Grassmannian
AB Tumpach
Communications in Mathematical Physics 373 (3), 795-858, 2020
92020
Gauge invariance of degenerate Riemannian metrics
AB Tumpach
Notices of the AMS 63 (4), 342-350, 2016
82016
A riemannian framework for analysis of human body surface
E Pierson, M Daoudi, AB Tumpach
Proceedings of the IEEE/CVF winter conference on applications of computer …, 2022
72022
Shape spaces of nonlinear flags
I Ciuclea, AB Tumpach, C Vizman
International Conference on Geometric Science of Information, 41-50, 2023
62023
On the classification of infinite-dimensional irreducible Hermitian-symmetric affine coadjoint orbits
AB Tumpach
Walter de Gruyter GmbH & Co. KG 21 (3), 375-393, 2009
62009
Infinite-dimensional hyperkähler manifolds associated with Hermitian-symmetric affine coadjoint orbits
AB Tumpach
Annales de l'institut Fourier 59 (1), 167-197, 2009
42009
Three Methods to Put a Riemannian Metric on Shape Space
AB Tumpach, SC Preston
International Conference on Geometric Science of Information, 3-11, 2023
22023
Mostow's decomposition theorem for L⁎-groups and applications to affine coadjoint orbits and stable manifolds
AB Tumpach
Journal of Geometry and Physics 191, 104881, 2023
12023
On Canonical Parameterizations of 2D-Shapes
AB Tumpach
International Conference on Geometric Science of Information, 31-40, 2023
12023
Temporal alignment of human motion data: A geometric point of view
AB Tumpach, P Kán
International Conference on Geometric Science of Information, 541-550, 2023
12023
3 methods to put a Riemannian metric on Shape Space
AB Tumpach, SC Preston
arXiv preprint arXiv:2303.11682, 2023
12023
An Example of Banach and Hilbert manifold: the universal Teichmüller space
AB Tumpach
Geometric Methods in Physics XXXVI: Workshop and Summer School, Białowieża …, 2019
12019
Hyperkähler structures on the cotangent bundle of the restricted grassmannian and on a natural complexification of the restricted grassmannian
AB Tumpach
arXiv preprint math-ph/0511056, 2005
12005
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