*References:*

*The BV-Formalism*

*foundational:*

- A. Schwarz, "
*Geometry of Batalin-Vilkovisky quantization*.", hep-th/9205088 - P. Severa, "
*On the origion of the BV operator on odd symplectic supermanifolds*", math.DG/0506331 - H. Kudaverdian & Th. Voronov, "
*Differential Forms on odd symplectic Geometr*y", math.DG/0606560

*applications:*

- P. Mnev, "
*Notes on simplicial BF Theory*", hep-th/0610326 - K. Costello, "
*Renormalisation and the Batalin-Vilkovisky Formalsim*", 0706.1533 [math.QA] - P.O. Kazinski, S.L. Lyakhovich, A.A. Sharapov, "
*Lagrangian Structure and Quantization*", hep-th/0506093

*Algebraic Structrues in Field Theories*

- H. Kajiura & J. Stasheff, "
*Homotopy algebras inspired by classical open-closed string field theory*", math.QA/04010291 - H. Kajiura & J. Stasheff, "
*Open-closed homotopy algebras in mathematical physic*s", hep-th/0510118 - C. Lazaroiu, "
*On the structure of open-closed topological field theory in two-dimensions*", hep-th/0010269 - G. Moore & G. Segal, "
*D-branes and K-theory in 2D topological field theor*y", hep-th/0609042 - K. Costello, "
*Topological Conformal Field Theories and Calabi-Yau categories*", math/0412149 - D. Sullivan, "
*Open and Closed String field theory interpreted in classical Algebraic Topology*", math/0302332