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Symmetries of integrable spin chains and structure of their spectra [1%] by sebrosa, 2009-05-27 12:37
by P. P. Kulish (GFMUL / Steklov Institute of Mathematics, St. Petersburg, Russia)
Exponentials rarely maximize Fourier extension inequalities for cones [1%] by sebrosa, 2023-02-23 11:46
by Diogo Oliveira e Silva (Dep. Matemática Instituto Superior Técnico)
Isovectors for the Black-Scholes equation [1%] by sebrosa, 2008-07-25 17:16
by Paul Lescot (Université de Rouen, França)
Water and not-quite-water: Insights from globally optimized cluster structures [1%] by jmce, 2008-11-14 08:52
by Bernd Hartke (University of Kiel, Germany)
A deformation of the method of characteristics and the Cauchy problem for Hamiltonian PDEs in the small dispersion limit [1%] by pparaiba, 2012-11-29 09:40
Andrea Raimondo (SISSA, International School for Advanced Studies, Trieste)
From Logic to Quantum Physics [1%] by sebrosa, 2019-11-26 02:58
by Boris Zilber (Oxford University)
PDEs of Mathematical Physics, A Modern Introduction IV - KdV as a completely integrable Hamiltonian system [1%] by pparaiba, 2013-05-20 20:00
Davide Masoero (GFMUL)
Wave scattering by many small particles and creating materials with desired refraction coefficients [1%] by pparaiba, 2014-05-27 17:32
A. G. Ramm (Mathematics Department, Kansas State University, USA)
Product Approximations for Solutions to Time-Dependent Schrödinger Evolution Equations in Hilbert Space [1%] by sebrosa, 2010-06-09 18:03
by Pierre-A. Vuillermot (Institut Élie Cartan de Nancy)
On the mean curvature of the periodic surfaces of revolution [1%] by sebrosa, 2010-05-03 21:04
by Katsuei Kenmotsu (Mathematical Institute, Tohoku University, Sendai, Japão)
On the structure of optimal plans not concentrating on a single map, and the uniqueness of optimal transport plans. [1%] by sebrosa, 2023-04-27 19:28
by Abbas Momeni (School of Mathematics and Statistics, Carleton Univ.)
Critical points of Laplacian eigenfunctions and the hot spots conjecture [1%] by sebrosa, 2023-05-19 23:19
by Jonathan Rohleder (Stokholm University)
Computing eigenvalues of the discrete p-Laplacian via graph surgery [1%] by sebrosa, 2023-05-19 23:22
by Matthias Hofmann (Texas A&M University)
A weak approach to Einstein-Langevin diffusions [1%] by sebrosa, 2016-12-04 01:33
by Rémi Lassalle (Univ. Paris-Dauphine)
On the Moyal plane and anti-Wick operators [1%] by sebrosa, 2017-02-09 23:18
by Franz Luef (Department of Mathematics, Norwegian University of Science and Technology)
On the inviscid limit for stochastic Navier-Stokes equations [1%] by pparaiba, 2013-01-24 14:47
Iván Torrecilla Tarantino (GFMUL)
The ODE/IM correspondence. State of art and future directions [1%] by sebrosa, 2017-06-21 15:10
by Stefano Negro (Ecole Normale Supérieure de Paris)
Classical and first principles molecular dynamics simulations: applications to ionic systems [1%] by jmce, 2008-02-07 02:31
by Nuno Galamba (GFMUL, Portugal)
Eigenvalue-Torsion Duality via Heat Kernel Methods [1%] by sebrosa, 2011-05-17 16:37
by Robert Smits (New Mexico State University, USA)
Bernstein Diffusions for a Class of Linear Parabolic Partial Differential Equations [1%] by sebrosa, 2011-06-29 12:54
by Pierre-A. Vuillermot (UMR-CNRS, Institut Élie Cartan, Nancy, France)
Root's barrier, viscosity solutions of obstacle problems and reflected FBSDEs [1%] by pparaiba, 2013-04-08 15:16
Gonçalo dos Reis (Tech. Univ. Berlin, Alemanha)
PDEs of Mathematical Physics, A Modern Introduction III - Deterministic/stochastic integrability [1%] by pparaiba, 2013-04-19 09:51
Jean-Claude Zambrini (GFMUL)
Behaviour of optimal shapes in spectral problems [1%] by pparaiba, 2013-05-02 16:25
Pedro Freitas (Faculty of Human Kinetics and Group of Mathematical Physics, University of Lisbon)
Asymptotic behaviour of minimising Dirichlet cuboids [1%] by jmce, 2017-03-12 13:14
by Katie Gittins (Université de Neuchâtel)
Riemannian geometry on mapping spaces and relations to shape analysis and fluid dynamics [1%] by sebrosa, 2019-09-21 21:29
by Philipp Harms (FREIS, Univ. Freiburg)
The effective Hamiltonian in curved quantum waveguides and when it does not work [1%] by sebrosa, 2011-11-03 17:03
by David Krejcirík (Department of Theoretical Physics, Nuclear Physics Institute, Prague, Czech Republic)
Stochastic analysis on loop space over Riemannian manifolds [1%] by pparaiba, 2012-05-30 10:51
Xin Chen (GFMUL, Universidade de Lisboa)
On the similarity of Sturm-Liouville operators with non-Hermitian boundary conditions to self-adjoint and normal operators [1%] by pparaiba, 2012-02-16 11:33
by Petr Siegl (GFMUL, Portugal)
The AdS/CFT Correspondence for Euclidean Quantum Fields [1%] by pparaiba, 2013-03-12 12:09
Hanno Gottschalk (Bergische Universität Wuppertal, Germany)
Invariant measures for the 2D averaged-Euler equations [1%] by jmce, 2015-12-10 15:42
by Alexandra Symeonides (GFMUL, FCUL)
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Group of Mathematical Physics — University of Lisbon
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PT-1749-016 Lisboa
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[Universidade de Lisboa]