Symplectic structure free Chern-Simons Theory

Abstract

The second class constraints algebra of the abelian Chern-Simons theory is rigorously studied in terms of the Hamiltonian embedding in order to obtain the first class constraint system. The symplectic structure of fields due to the second class constraints disappears in the resulting system. Then we obtain a new type of Chern-Simons action which has an infinite set of the irreducible first class constraints and exhibits new extended local gauge symmetries implemented by these first class constraints.

12 pages, LaTex, no figures

References in corpus (4)

• World-Volume Action of the M Theory Five-Brane
• The non-abelian BFFT formalism for the collective coordinates quantization of the SU(2) Skyrme model
• BFT Hamiltonian Embedding of Non-Abelian Self-Dual Model
• Manifestly covariant action for symmetric Chern-Simons field theory

Cited by in corpus (7)

• Recursive Construction of Generator for Lagrangian Gauge Symmetries
• BFT Method for Mixed Constrained Systems and Chern-Simons Theory
• BFT embedding of noncommutative D-brane system
• Complete BFT Embedding of Massive Theory with One- and Two-form Gauge Fields
• BFT Embedding of Non-commutative Chiral Bosons
• Symplectic quantization of self-dual master Lagrangian
• Manifestly covariant action for symmetric Chern-Simons field theory