A Modified Scheme of Triplectic Quantization

TL;DR

This paper proposes a modified triplectic quantization scheme utilizing two independent master equations, ensuring the classical action also satisfies the master equation, enhancing the quantization process.

Contribution

It introduces a novel modification to triplectic quantization by incorporating two independent master equations, including one for the classical action.

Findings

The modified scheme maintains the classical action within the master equation framework.

It provides a consistent approach for quantization using two independent master equations.

The approach potentially improves the consistency and applicability of triplectic quantization.

Abstract

A modified version of triplectic quantization, first introduce by Batalin and Martnelius, is proposed which makes use of two independent master equations, one for the action and one for the gauge functional such that the initial classical action also obeys that master equation.