Past Member
Vladimir Kazakov
Funding provided by The Ambrose Monell Foundation
Affiliation
Natural Sciences
Field of study
Quantum Field Theory, String Theory, Statistical Mechanics, Integrability
From
–
Vladimir Kazakov is applying the integrability (=exact solvability) and AdS/CFT correspondence methods to the study of the spectrum of anomalous dimensions, correlators, and other physical quantities in the maximally supersymmetric N=4 super-Yang-Mills theory. He is also interested in the theory of integrable quantum systems and matrix model applications to statistical mechanics and string theory problems.
Visits
Member
School of Natural Sciences
–
Spring
Visitor
School of Natural Sciences
–
Fall
Degrees
Ph.D.