Anticanonical transformations and Grand Jacobian
I.A. Batalin, P.M. Lavrov, I.V. Tyutin
TL;DR
This paper provides a purely algebraic proof of the factorization property of the Grand Jacobian associated with anticanonical transformations within the Batalin-Vilkovisky formalism.
Contribution
It offers a new algebraic proof of a key property of the Grand Jacobian, enhancing theoretical understanding in the BV formalism.
Findings
Proves the factorization property algebraically
Clarifies the role of anticanonical transformations
Strengthens the mathematical foundation of BV formalism
Abstract
An independent (purely algebraic) proof of factorization property of the Grand Jacobian corresponding to anticanonical transformations in the BV-formalism is given.
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