Batalin-Vilkovisky (BV) formalism has been originally developed in quantum field theory (QFT) and its finite-dimensional analog can be elegantly formulated in the language of dg-manifolds. The latter is relatively well understood in mathematics, but in QFT it is more natural to use an infinite-dimensional setting. This poses several technical problems, since infinite dimensional calculus comes into play. In this talk, I will review some results obtained in this direction by myself and collaborators over the last 10 years.
De Pavel Mnev
De Jae-Suk Park
De Ruben Louis
De Thomas Strobl
De Hsuan-Yi Liao
De Christian Blohmann
De Tilmann Wurzbacher
De Owen Gwilliam
De Adrien Brochier
De Jérémie Pierard de Maujouy
De Pavol Severa
De Roberta Anna Iseppi
De Alain Connes
De Teresa Krick
De Teresa Krick
