12 citations · 12 across the 3 of their papers we have counts for
5 papers
Topological deformations of local gauge theories: a presymplectic BV-AKSZ approach
Ivan Dneprov, Alexey Donchenko, Maxim Grigoriev
The same local degrees of freedom can be described by systems with different gauge structure and field content. Standard examples are the duality between the scalar field and the 2…
Asymptotic boundary structure of Lagrangian gauge theories
Ivan Dneprov, Maxim Grigoriev, Mikhail Markov
Given a local gauge theory on spacetime with boundary, it naturally defines another gauge theory which can be regarded as a theory of the boundary values. For Lagrangian theories,…
Background fields in the presymplectic BV-AKSZ approach
Ivan Dneprov, Maxim Grigoriev
The Batalin-Vilkovisky formulation of a general local gauge theory can be encoded in the structure of a so-called presymplectic gauge PDE -- an almost- bundle over the spacetime…
Presymplectic minimal models of local gauge theories
Ivan Dneprov, Maxim Grigoriev, Vyacheslav Gritzaenko
We elaborate on the recently proposed notion of a weak presymplectic gauge PDE. It is a -graded bundle over the space-time manifold, equipped with a degree vector f…
Presymplectic BV-AKSZ formulation of Conformal Gravity
Ivan Dneprov, Maxim Grigoriev
We elaborate on the presymplectic BV-AKSZ approach to local gauge theories and apply it to conformal gravity. More specifically, we identify a compatible presymplectic structure on…