The theory of circuit quantum electrodynamics has successfully analyzed superconducting
circuits on the basis of the classical Lagrangian, and the corresponding quantized …

This article presents an analysis of the constraints of the Jackiw-Teitelboim model in two
dimensions via the canonical analysis using the Dirac algorithm and modified Faddeev …

The aim of this work is to discuss some aspects of the reduction of order formalism in the
context of the Fadeev–Jackiw symplectic formalism, both at the classical and the quantum …

In this paper we analyze two higher-derivative theories, the generalized electrodynamics
and the Alekseev–Arbuzov–Baikov effective Lagrangian from the point of view of the …

We build a setup for path integral quantization through the Faddeev-Jackiw approach,
extending it to include Grassmannian degrees of freedom, to be later implemented in a …

We quantize a particle confined to move on a torus knot satisfying constraint condition
(\(p\theta+ q\phi)\approx 0\), within the context of a geometrically motivated approach—the …

Massive Yang–Mills fields and Lagrange multiplier fields are quantized by the modified
Faddeev–Jackiw quantization method, and the method's comparisons with Dirac method …

We analyze the constraints of Christ–Lee model by means of modified Faddeev–Jackiw
formalism in Cartesian as well as polar coordinates. Further, we accomplish quantization à …

Abstract We generalize the Faddeev–Jackiw canonical path integral quantization for the
scenario of a Jacobian with J= 1 to that for the general scenario of non-unit Jacobian, give …

A detailed Hamiltonian analysis for a five-dimensional Stüeckelberg theory with a compact
dimension is performed. First, we develop a pure Dirac's analysis of the theory; we show that …