Members
Permanent Members
Zoltán
Bajnok
Research: Integrable aspects of the AdS/CFT correspondence, integrable QFTs, integrable spin chains, perturbed CFTs
János
Balog
Research: Two-dimensional integrable models, AdS/CFT integrability, sigma models, lattice field theory
Árpád
Hegedűs
Research: AdS/CFT integrability, integrable models
Gábor Zsolt
Tóth
Research: Conformal field theories, integrable models, gravity
Gábor
Pusztai
Research: integrable many-particle systems, Yang--Baxter-type equations and r-matrices, group theoretical methods in physics
Postdoctoral Fellow
Minkyoo
Kim
Research: Integrable deformation of AdS/CFT integrability, correlation function of closed/open strings, relation between classical and quantum integrability
Students
László
Holló
Research: Integrable defects, boundary and defect form factor program, integrability in AdS/CFT, financial mathematics
József
Konczer
Research: AdS/CFT integrability, classical form factors
Tamas
Gombor
Research: Algebraic Bethe Ansatz, boundary spin chains, integrable models
Márton
Lájer
Research: Truncated Hilbert space approach, integrable models