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A stochastic variational approach to the viscous Camassa-Holm and Leray-alpha equations [1%] by jmce, 2015-11-25 12:42
by Guoping Liu (GFMUL and CAS)
Phase space Feynman path integrals via piecewise bicharacteristic paths and their semiclassical approximations [1%] by jmce, 2008-03-12 11:31
by Naoto Kumano-go (Dept. Mathematics, Kogakuin University, Japan)
Two-dimensional Markovian holonomy fields [1%] by sebrosa, 2009-03-26 16:51
by Thierry Lévy (DMA - École Normale Supérieure)
Left-invariant geodesic flows over semi-simple Lie groups [1%] by sebrosa, 2023-11-29 11:42
by Daisuke Tarama (Ritsumeikan University)
Moment-Constrained Approximation of the Lieb functional [1%] by sebrosa, 2023-04-12 12:38
by Luca Nenna (Univ. Paris-Saclay)
Recent trends in coercive inequalities [1%] by sebrosa, 2023-12-15 07:02
by Boguslaw Zegarlinski (CNRS, Toulouse)
Applied optimal transport for PDEs - Part 1/3 [1%] by sebrosa, 2017-10-10 17:07
by Léonard Monsaingeon (GFMUL)
Applied optimal transport for PDEs - Part 2/3 [1%] by sebrosa, 2017-10-13 19:34
by Léonard Monsaingeon (GFMUL)
Applied optimal transport for PDEs - Part 3/3 [1%] by sebrosa, 2017-10-13 19:34
by Léonard Monsaingeon (GFMUL)
The effect of edge swapping and edge switching on the spectrum of quantum graphs [1%] by sebrosa, 2017-10-20 13:21
by Uzy Smilansky (Department of Physics of Complex Systems - The Weizmann Institute of Science)
Spreading speeds in some diffusive prey-predator systems [1%] by sebrosa, 2017-11-22 04:31
by Thomas Giletti (Univ. de Lorraine)
On a problem posed by P. Turán: Problem LXVI [1%] by sebrosa, 2018-05-15 12:00
by Kenier Castillo (Universidade de Coimbra)
Finite time blowup of the Fujita equation with fractional Laplacian perturbed by fractional Brownian motion [1%] by sebrosa, 2018-05-15 12:16
by Marco Dozzi (Institut Elie Cartan de Lorraine, Nancy, France)
Uses of Brownian motion in brain imaging and neuroscience [1%] by jmce, 2007-06-12 14:07
by Nicolas Lori (Visiting Researcher at CMAF)
The Libor market model [1%] by jmce, 2007-05-23 15:30
by Nicolas Privault (Université de Poitiers, France)
Hydrodynamics and the geometry of the diffeomorphisms group on the torus [1%] by jmce, 2008-01-10 12:54
by Ana Bela Cruzeiro (GFMUL / Departamento de Matemática do IST, Portugal)
A stochastic variational principle for the Navier-Stokes equation on the torus [1%] by sebrosa, 2008-01-25 17:58
by Fernanda Cipriano (GFMUL / FCTUNL, Portugal)
Representations of the Virasoro algebra and Kirillov's construction [1%] by jmce, 2006-11-14 03:13
by Paul Lescot (GFMUL, Portugal / INSSET, Saint-Quentin, France)
Geometry and quantization of the space of flat connections on a Riemann surface [1%] by jmce, 2006-11-13 14:53
by Carlos Florentino (Departamento de Matematica e CAM, IST)
Some trace inequalities [1%] by jmce, 2006-11-13 14:53
by Eric Carlen (Georgia Institute of Technology, USA)
Deviation inequalities and law of iterated logarithm on the path space over loop groups [1%] by jmce, 2006-11-13 14:53
by Nicolas Privault
Route to sychronisation in chaotic coupled map lattices [1%] by jmce, 2006-11-13 14:53
by Bastien Fernandez (Centre de Physique Théorique, CNRS, Marseille, France / GFMUL)
The role of CH/π interaction in molecular recognition [1%] by jmce, 2006-11-13 14:54
by Dr. Suyong Re
Teoria de Aubry-Mather generalizada [1%] by jmce, 2006-11-13 14:54
por Diogo A. Gomes
Quantum integrable systems [1%] by jmce, 2006-11-13 14:53
by Nenad Manojlović (Universidade do Algarve / GFMUL)
Spin foam models for deformed BF theories [1%] by jmce, 2006-11-13 14:53
by Aleksandar Miković (Univ. Lusófona / GFMUL)
Quantização por deformação de sistemas confinados [1%] by jmce, 2006-11-13 14:54
por Nuno Costa Dias (Departamento de Matemática, Universidade Lusófona / GFMUL)
Upper bounds for invariant eigenvalues of the Laplacian [1%] by jmce, 2006-11-14 05:45
by Emily Dryden (Centro de Análise Matemática, Geometria e Sistemas Dinâmicos, IST)
Nodal sets of the Laplacian [1%] by jmce, 2006-11-13 14:54
by Pedro Freitas (GFMUL / Faculdade de Motricidade Humana)
Quantum Lévy Laplacian and solutions of the associated heat equation [1%] by jmce, 2006-11-13 14:54
by Habib Ouerdiane
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Group of Mathematical Physics — University of Lisbon
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