Rudinsky Dmitry

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  PhD Student

My scientific interests include the geometric and algebraic aspects of gauge field theories. In particular, I am interested in the approach of homotopy Lie algebras to the description of gauge fields and their quantization. The fact is that such algebras naturally arise in the description of perturbative gauge theories formulated within the framework of the Batalin-Vilkovisky formalism. I am also interested in geometric approaches to quantization of field theories.

Publications affiliated with ITMP:

1. Grigoriev, M.; Rudinsky, D. (2024). "Weak gauge PDEs". arXiv: 2408.08287 [hep-th].
2. Grigoriev, M.; Rudinsky, D. (2023). "Notes on the $L_\infty$-approach to local gauge field theories". Journal of Geometry and Physics. 190 (2023) 104863. arXiv: 2303.08990 [hep-th]. doi: 10.1016/j.geomphys.2023.104863.

All publications