Skip to main content

Trinity College Dublin, The University of Dublin

Menu Search


Trinity College Dublin By using this website you consent to the use of cookies in accordance with the Trinity cookie policy. For more information on cookies see our cookie policy.

      
Profile Photo

Professor Sergey Frolov

Professor (Pure & Applied Mathematics)
      
Profile Photo

Professor Sergey Frolov

Professor (Pure & Applied Mathematics)

 frolovs@tcd.ie

 


Sergey Frolov and Alessandro Sfondrini, Massless S matrices for AdS3/CFT2, JHEP, 04, 2022, p06-, Journal Article, PUBLISHED  DOI
Sergey Frolov and Alessandro Sfondrini, Mirror thermodynamic Bethe ansatz for AdS3/CFT2, JHEP, 03 , 2022, p138-, Journal Article, PUBLISHED  DOI
Sergey Frolov and Alessandro Sfondrini, New dressing factors for AdS3/CFT2, JHEP, 04, 2022, p162-, Journal Article, PUBLISHED  DOI
Chantelle Esper and Sergey Frolov, TTbar deformations of non-relativistic models, Journal of High Energy Physics, 06 , 2021, p101-, Journal Article, PUBLISHED  TARA - Full Text  DOI  URL
Sergey Frolov, $T\bar T$, $\tilde J J$, $JT$ and $\tilde J T$ deformations, Journal of Physics A: Mathematical and Theoretical, 53, (2), 2019, p33 , Journal Article, PUBLISHED  DOI  URL  URL
Frolov, S., Free field representation of the ZF algebra of the SU(N) Ã- SU(N) PCF model, Journal of Physics A: Mathematical and Theoretical, 50, (37), 2017, p374001-, Notes: [cited By 0], Journal Article, PUBLISHED  DOI
Arutyunov, G. and Frolov, S. and Klabbers, R. and Savin, S., Towards 4-point correlation functions of any 12 -BPS operators from supergravity, Journal of High Energy Physics, 2017, (4), 2017, p5-, Notes: [article funded by SCOAP ], Journal Article, PUBLISHED  TARA - Full Text  DOI
Arutyunov G, Frolov S, Hoare B, Roiban R, Tseytlin A.A, Scale invariance of the η-deformed AdS5Ã-S5 superstring, T-duality and modified type II equations, Nuclear Physics B, 903, 2016, p262 - 303, Notes: [Cited By :15 Export Date: 6 January 2017], Journal Article, PUBLISHED  TARA - Full Text  DOI  URL
Arutyunov G, Borsato R, Frolov S, Puzzles of η-deformed AdS5 Ã- S5, Journal of High Energy Physics, 2015, (12), 2015, p1 - 60, Notes: [Cited By :10 Export Date: 6 January 2017], Journal Article, PUBLISHED  TARA - Full Text  DOI  URL
Frolov, S, Heinze, M, Jorjadze, G, Plefka, J, Static gauge and energy spectrum of single-mode strings in AdS(5) x S-5, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL, 47, (8), 2014, p085401 -, Journal Article, PUBLISHED  TARA - Full Text  DOI
  

Page 1 of 11
Sergey Frolov and Alessandro Sfondrini, Mirror thermodynamic Bethe ansatz for AdS3/CFT2, JHEP, 03 , 2022, p138-, Journal Article, PUBLISHED

  


My research area is theoretical high energy physics with emphasis on such fundamental questions as the relation between string theory and quantum field theories, and issue of stability of nonsupersymmetric string theories. Last few years I have been mainly interested in understanding classical and quantum integrability of string theory on AdS5 × S5, finding Bethe Ansatz for quantum strings, analyzing multi-spin solitonic string solutions and using them to study some problems in nonperturbative gauge theory via the AdS/CFT (or string theory/gauge theory) correspondence. I also have interests in many-body integrable systems, quantum qroups and deformation quantization of Poisson algebras, see refs. [22-31] in the list of my publications.

Integrability of string theory on (deformed) AdS5 × S5
Multi-spin solitonic string solutions and the AdS/CFT correspondence
Bethe Ansatz for quantum strings
Type IIB superstrings
Tachyon condensation
Matrix string theory and orbifold conformal field theory
Many-body integrable systems and dynamical r-matrices
Chiral theories and anomalies
Lattice gauge models
Combinatorial quantization of the Chern-Simons model
Quantum groups Hamiltonian lattice gauge models
BRST quantization of constrained systems
Chiral theories and anomalies
Lattice gauge models
Combinatorial quantization of the Chern-Simons model
Quantum groups Hamiltonian lattice gauge models
BRST quantization of constrained systems.