Paper of Lorenzo Raspollini and Martin Wolf on L-infinity algebras published in Progress in Physics

The paper “L-infinity algebras of classical field theories and the Batalin-Vilkovisky formalism“, co-authored by Branislav Jurco (Charles University, Czech Republic), Lorenzo Raspollini, Christian Saemann (Heriot-Watt), and Martin Wolf, has just been published in Progress in Physics. The paper is over 100 pages long and it reviews in detail the Batalin-Vilkovisky formalism for Lagrangian field theories and its mathematical foundations with an emphasis on higher algebraic structures and classical field theories. Figure 6 from the paper is shown left.  A link to the published version is here. A link to the final form arXiv version is here.