Next themePrev. theme
to field of reseachto contents

01-3-1073-2009/2013
Priority:1
Status: In-progress

Modern Mathematical Physics: Gravity, Supersymmetry, Integrability

Leaders:   A.S. Sorin
A.P. Isaev
Scientific leader:         A.T. Filippov

Participating Countries, Institutes and International organizations:
Australia, Austria, Armenia, Belarus, Belgium, Bulgaria, Brazil, Canada, CERN, China, Czech Republic, France, Germany, Greece, Hungary, ICTP, India, Italy, Japan, Mexico, Norway, Poland, Romania, Russia, Serbia, Turkey, Ukraine, United Kingdom, USA.

Scientific Programme:
Superstring Theory is the most serious and worldwide pursued candidate for a unified theory of all fundamental interactions including Quantum Gravity and thus it is the principal source of the problems which are the subject of modern mathematical physics. The development of the theory involves the study of its surprisingly wide spectrum of possible regimes, vacua and exact classical and quantum solutions. Furthermore, the theory has applications in many directions including the nonperturbative regime of supersymmetric gauge theories, the mechanics and thermodynamics of black holes and cosmological models of the universe expansion. These are unique laboratories to check general ideas from unified theories. In particular, in order to accommodate and develop the new ideas in these sectors inspired by String Theory, it is crucial to use the powerful mathematical methods provided by the theory of Integrable Systems, Quantum Groups and Non-Commutative Geometry. The goals of the present new theme precisely belong to the bridging between these fields and further development of suitable schemes to be applied in this context.

Expected main results in 2011:
List of Activities
  Activity or Experiment LeaderPrincipal Researchers
1. Quantum groups
and integrable systems
A.P. Isaev  
  BLTP S.A. Belev
R.M. Mir-Kasimov
S.Z. Pakulyak
G.S. Pogosyan
N.A. Tyurin
2. Supersymmetry E.A. Ivanov  
  BLTP D. Cirilo
S.A. Fedoruk
S.O. Krivonos
M.Pientek
A.V. Shcherbakov
A.O. Sutulin
B.M. Zupnik
3. Quantum gravity,
cosmology and strings
A.T. Filippov
V.V. Nesterenko
A.S. Sorin
 
  BLTP B.M. Barbashov
E.A. Davydov V.V.
B. Dimitrov
D.V. Fursaev
A.B. Pestov
I.G. Pirozhenko
A.D. Popov
E.A. Tagirov
P.V. Tretyakov
  LIT I.L. Bogoliubsky
A.M. Chervyakov
E. Donets
  UC S.Z. Pakuliak

Collaboration
Country or International
Organization
City Institute or Laboratory
Armenia Yerevan YSU
Austria Vienna TU Wien
Australia Sydney Univ.
Belarus Minsk IP NASB
NC PHEP BSU
Belgium Leuven K.U.Leuven
Brazil Sao Paulo, SP USP
Bulgaria Sofia INRNE BAS
SU
Canada Montreal McGill
UdeM
Edmonton U of A
CERN Geneva
Czech Republic Prague CTU
CU
IP ASCR
Rez NPI ASCR
France Annecy-le-Vieux LAPP
LAPTh
Dijon UB
Lyon ENS Lyon
Marseille CPT
Nantes SUBATECH
Paris ENS
LPTHE
Palaiseau Polytech
Valenciennes U.V.H.C.
Germany Berlin FU Berlin
HUB
Bielefeld Univ.
Bonn UniBonn
Dortmund TU Dortmund
Hannover Univ.
Jena Univ.
Leipzig Univ.
Munich MPI-P
Potsdam AEI
Greece Athens Univ.
Hungary Budapest KFKI RMKI
India Calcutta BNC
ICTP
Italy Bari INFN
Frascati INFN LNF
Naples INFN
Padua Univ.
Pavia INFN
Pisa INFN
Salerno UniSa
Trieste SISSA/ISAS
Turin INFN
Japan Fukuoka Kyushu Univ.
Kyoto KSU
RIMS
YITP
Tsukuba KEK
Mexico Leon UG
Norway Trondheim NTNU
Poland Warsaw CAC PAS
UW
Krakow JU
NINP PAS
Lodz UL
Wroclaw UW
Romania Bucharest IFIN-HH
Russia Moscow ITEP
LPI RAS
MSU
MI RAS
VNIIMS
Chernogolovka LITP RAS
Petrozavodsk PetrSU
Protvino IHEP
St. Petersburg PDMI RAS
SPbSU
Tomsk TPU
Troitsk INR RAS
Serbia Belgrade IP
Univ.
Turkey Istanbul BU
Izmir IYTE
United Kingdom London Imperial College
Cambridge Univ.
Durham Univ.
Liverpool Univ.
Southampton Univ.
York Univ.
Ukraine Kiev BITP NASU
Kharkov KFTI NASU
USA New York, NY CUNY
RU
SUNY
Baltimore, MD JHU
Cincinnati, OH UC
Clemson, SC Clemson
College Park, MD UM
Coral Gables, FL UM
Minneapolis, MN UofM
Norman, OK UO
Philadelphia, PA Penn
Piscataway, NJ Rutgers
Rochester, NY UR

Next themePrev. theme
to field of reseachto contents