Topological Twist of osp(2|2)\oplus osp(2|2) Conformal Super Algebra in Two Dimensions
N.Ano
TL;DR
This paper constructs a topological field theory based on the twisted osp(2|2)⊕osp(2|2) conformal super algebra, exploring its moduli space reduction via vanishing Noether currents.
Contribution
It introduces a novel topological field theory framework derived from a twisted superalgebra and analyzes its moduli space reduction mechanisms.
Findings
Lagrangian for the topological field theory established
Moduli space reduction via vanishing Noether current explained
New insights into osp(2|2)⊕osp(2|2) algebra applications in topological theories
Abstract
A Lagrangian of the topological field theory is found in the twisted osp(2|2)\oplus osp(2|2)conformal super algebra. The reduction on a moduli space is then elaborated through the vanishing Noether current.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Quantum Information and Cryptography