Zoltán Bajnok
research professor
Integrable aspects of the AdS/CFT correspondence, integrable QFTs, integrable spin chains, perturbed CFTs
Members
research professor
Integrable aspects of the AdS/CFT correspondence, integrable QFTs, integrable spin chains, perturbed CFTs
professor emeritus
2 dim integrable models, AdS/CFT integrability, sigma models, lattice field theory
senior research fellow
AdS/CFT integrability, integrable models
senior research fellow
Integrable QFTs, statistical physical applications
Humboldt Postdoctoral fellow
Integrability in AdS/CFT
Postdoctoral fellow
Algebraic Bethe Ansatz, boundary spin chains, integrable models
Postdoctoral fellow
Finite size effects, form factors, resurgence, spin models, quantum computing
PhD. student
Integrable spin models, form factors, entanglement
PhD student
AdS/CFT correspondence
PhD. student
Integrable models, AdS/CFT correspondence
PhD student
Integrable quantum mechanics, AdS/CFT correspondence
PhD. student
Integrable spin chains
PhD student
AdS/CFT correspondence
Postdoctoral fellow
Resurgence, non-perturbative effects
senior research fellow
String theory
Postdoctoral fellow
String theory, AdS/CFT, boundary
Postdoctoral fellow
Variational problems with boundaries
Postdoctoral fellow
AdS/CFT integrability
PhD. student
Truncated Hilbert space approach, integrable models
PhD. student
Topological string theory
postdoctoral fellow
Gravity, asymptotic symmetries
post-doctoral fellow
Fluid gravity correspondence
post-doctoral fellow
Gravity, black holes, Kerr/CFT correspondence
research fellow
Conformal field theories, integrable models, gravity
research fellow
Integrable many-particle systems, Yang--Baxter-type equations and r-matrices, group theoretical methods in physics
PhD. student
Integrable defects, boundary and defect form factor program, integrability in AdS/CFT, financial mathematics
post-doctoral fellow
Integrable deformation of AdS/CFT integrability, relation between classical and quantum integrability
PhD. student
AdS/CFT integrability, classical form factors
post-doctoral fellow
Integrable models, form factors, finite temperature epansion