31st International Colloquium on Group Theoretical Methods in Physics
June 19 – 25 / 2016
Rio de Janeiro – Brazil
design: Paulo Felicio (
[email protected])
Local Organizing Committee F Toppan – Chair (CBPF – Rio)
http://www.cbpf.br/group31
[email protected]
E M F Curado (CBPF – Rio) S B Duarte (CBPF – Rio) J P Gazeau (Paris Diderot) J Helayel-Neto (CBPF – Rio ) Z Kuznetsova (UFABC – Santo André) T Micklitz (CBPF – Rio ) International Advisory Committee H Gonçalves (CEFET – Rio ) N J Berkovits (IFT – S. Paulo) L M C S Rodrigues (CBPF – Rio) L Davidovich (UFRJ – Rio) R Scherer (UFRRJ – Seropédica) E Frenkel (Berkeley ) V Futorny (USP – S. Paulo) M Jimbo (Rikkyo Univ) T Kodama (UFRJ – Rio) J M Maldacena (Princeton Univ) B Mielnik (CINVESTAV – Mexico City) Plenary Speakers K S Narain (ICTP – Trieste) A B Kostant, Wigner Medalist 2016 (MIT) L Plastino (UNLP – La Plata) V Pestun, H Weyl Awardee 2016 (IHES) M E Vares (UFRJ – Rio) G Amelino-Camelia (Sapienza) L Vinet (Montreal Univ) L Freidel (Perimeter) R Heluani (IMPA, Rio) A Niemi (Uppsala-Tours-Beijing) S Paycha (Potsdam) C Tsallis (CBPF, Rio) P Vieira (Perimeter) Topics V Vitelli (Leiden) J Zanelli (CECS, Valdivia) Atomic and Molecular Physics, Quantum Chemistry Condensed Matter, Crystallography, Quasi-crystals Nuclear and Particle Physics, Astroparticles Biology, Complex Systems, Statistical Mechanics Classical and Quantum Optics, Quantum Information Classical and Quantum Theories, Quantum Measurement Classical, Semi-classical and Quantum Chaotic Systems General Relativity, Cosmology and Differential Geometry Quantum Field Theory in Minkowski and Curved Space times, Conformal and Topological Field Quantum Theories, Algebraic Topology Algebraic Methods, Deformations and Generalizations: Hopf algebras, Quantum Groups, W-algebra Quantum Gravity, Strings, Loop Quantum Gravity, Quantum Cosmology Integrable, Super-integrable and Quasi-integrable Systems, Non-linear Systems, Superalgebras, Supersymmetry Lie algebras and Groups, Clifford algebras, Representation Theory, Special Functions
CBPF