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This is a reference request, to ideally a textbook, monograph, set of lecture notes or lecture videos, on the topics of BRST quantisation and the Lagrangian BV formalism. My constraints are as follows:

  1. Minimal use of the path integral formulation when possible, and minimal use of the category theoretical constructions of quantum field theory.
  2. Described in the context of local quantum field theory, or provides examples in such a context in $d \geq 2$.

While not mandatory, I would appreciate if the resource referenced or used the viewpoint of gauge theory in terms of principal bundles and their associated vector bundles.

The resource may assume a strong background in the usual physics preliminaries, and a strong background in differential geometry, algebraic geometry, commutative algebra and homological algebra.

Resources I have already considered are:

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