-
.png)
PhD Student
My research interests include the mathematical aspects of gauge field theory.
In particular, I am interested in applications of geometric methods to the theory of differential equations arising in modern field theories. My work utilizes the AKSZ formalism and its modifications, which immediately allow me to work with the full BV formulation of a system, explore models on spaces with boundaries, which is interesting from the perspective of the AdS/CFT correspondence, and construct new physically interesting models.
I am currently working on issues related to the gauge symmetries of physical systems. In particular, it turns out that by gauge symmetries of nonzero gradations, one can obtain new models that differ from the original models in their global degrees of freedom.
Selected publications:
