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

Home Institution

École Normale Supeieure
From
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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. 

Dates at IAS

Member
School of Natural Sciences
Spring
Visitor
School of Natural Sciences
Fall

Degrees

Ph.D.