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Symmetries in Quantum Physics 2017
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264 items matching your criteria.
- Bethe Ansatz and the Spectral Theory of affine Lie algebra-valued connections [1%] by jmce, 2015-02-11 15:42
- by Davide Masoero (GFMUL)
- Holomorphic representation of Lie group and the associated unitarizing probability measures [1%] by jmce, 2015-02-27 18:09
- by Habib Ouerdiane (Univ. Tunis El Manar)
- Introduction to the ODE/IM correspondence [1%] by jmce, 2015-03-11 11:12
- by Stefano Negro (ENS, Paris)
- On the effective size of a non-Weyl graph [1%] by sebrosa, 2016-07-10 04:55
- by Jiri Lipovsky (Univ. of Hradec Králové, Czech Republic)
- Estimation of matching surplus in equilibrium assignment games [1%] by sebrosa, 2016-07-12 06:49
- by Alfred Galichon (NYU, Economics and CIMS)
- Computers and PDEs [1%] by sebrosa, 2010-11-04 17:28
- by Pedro Freitas (GFMUL / Faculdade de Motricidade Humana, Universidade Técnica de Lisboa)
- O Princípio da Menor Acção e a sua aplicação à Mecânica Quântica [1%] by sebrosa, 2010-11-09 18:54
- by João Resende (FCUL)
- Topics on General Relativity [1%] by sebrosa, 2010-11-09 18:57
- by João Meireles (FCUL)
- O Princípio da Menor Acção e a sua aplicação à Mecânica Quântica [1%] by sebrosa, 2010-11-09 19:00
- by João Resende (FCUL)
- The cosmological constant problem in spincube quantum gravity [1%] by pparaiba, 2014-11-14 00:34
- Marko Vojinovic (GFMUL)
- Cumulant operators and moments of the Itô integral [1%] by pparaiba, 2013-06-11 10:46
- Nicolas Privault (Nanyang Tech. Univ., Singapore)
- Complex networks: In search for the lost space [1%] by sebrosa, 2008-10-03 18:25
- by Ph. Blanchard (Universidade de Bielefeld, Alemanha)
- Nonlinear higher-order eigenvalue problems: positivity of first eigenfunctions and validity of the Faber-Krahn inequality [1%] by sebrosa, 2018-01-04 15:06
- by Enea Parini (Inst. de Mathématiques de Marseille)
- Optimal shape and location of actuators or sensors in PDE models [1%] by sebrosa, 2018-01-23 14:27
- by Yannick Privat (Laboratoire Jacques-Louis Lions, Université Pierre et Marie Curie)
- Toeplitz matrices and Schur polynomials [1%] by sebrosa, 2018-04-13 03:35
- by Mario Alberto Salazar
- The pressure field in the Brödinger problem [1%] by sebrosa, 2018-06-21 05:44
- by Aymeric Baradat (École Polytechnique, Paris)
- On the long time convergence of non monotone Mean Field Games [1%] by sebrosa, 2018-06-21 05:48
- by Marco Masoero (Université Paris-Dauphine)
- When do random walks share the same bridges? [1%] by jmce, 2015-09-22 10:41
- by Christian Léonard (Université Paris Ouest)
- Toeplitz minors for Szegö and Fisher-Hartwig symbols [1%] by sebrosa, 2017-07-12 05:42
- by David García-García (Grupo de Física Matemática, ULisboa)
- The Heat Equation on Graphs [1%] by sebrosa, 2009-03-18 11:14
- by Radoslaw Wojciechowski (GFM-UL)
- New algorithms in computational mathematics suited for high performance supercomputers [1%] by sebrosa, 2009-05-05 18:37
- by Juan Acebron (CEMAT, Instituto Superior Técnico)
- From entropic to deterministic optimal transport [1%] by sebrosa, 2017-08-28 06:21
- by Christian Léonard (Univ. Paris Ouest)
- Asymptotically optimal shapes: drums and oscillators with least n-th frequency [1%] by sebrosa, 2017-09-28 18:12
- by Richard Laugesen (University of Illinois)
- Matrix Quantum Mechanics and the \(S^1/Z_2\) orbifold [1%] by sebrosa, 2018-04-13 03:30
- by Panagiotis Betzios
- Matrix Jacobi-Mumford systems, discrete Neumann systems on Stiefel varieties, and the addition law on Prym varieties [1%] by sebrosa, 2010-09-27 10:39
- by Yuri Fedorov (Universitat Politecnica de Catalunya, Barcelona)
- Introduction to pseudo-integrable billiards and arithmetic dynamics [1%] by sebrosa, 2012-12-27 17:39
- by V. Dragovic (UT Dallas)
- Invariant measure for linear stochastic heat equation related to the KPZ equation [1%] by pparaiba, 2013-01-03 10:35
- Tadahisa Funaki (University of Tokyo)
- Spectral Problems for Coupled Systems of PDEs and Applications [1%] by pparaiba, 2013-02-01 11:05
- Christiane Tretter (University of Bern)
- PDEs of Mathematical Physics, A Modern Introduction. I - What is a Hamiltonian equation? [1%] by pparaiba, 2013-02-18 16:23
- Davide Masoero (GFMUL)
- Shape analysis of eigenvalues [1%] by sebrosa, 2009-09-28 12:20
- by Dorin Bucur (Laboratoire de Mathématiques – LAMA, Université de Savoie)
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