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Filtering by: Creator Kumar, Nilay Subject Mathematics

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The Batalin-Vilkovisky Laplacian from Homological Perturbation Theory

Description:

The BV Laplacian Δ, first introduced by Batalin and Vilkovisky, is a second-order differential operator that appears in the quantum master equation for quantizing gauge theories. The geometric framework for the BV formalism was later recognized by Schwarz as the setting of odd symplectic geometry and Khudaverdian showed that Δ...

Subject:

Mathematics and Physics

Creator:

Kumar, Nilay

Owner:

Scholarly Digital Publishing

Language:

en

Date Uploaded:

10/07/2021

Date Created:

2021-01-01

Resource Type:

Dissertation

Alternate Identifier:

etdadmin_upload_845582 and http://dissertations.umi.com/northwestern:15776