4D, N = 2 Supersymmetric Off-shell Sigma-Models on the Cotangent Bundles of Kahler Manifolds
S.James Gates, Jr., Sergei M.Kuzenko
TL;DR
This paper reviews the construction of 4D, N=2 supersymmetric off-shell nonlinear sigma models with target spaces being cotangent bundles of Kähler manifolds, highlighting their geometric and supersymmetric properties.
Contribution
It provides a comprehensive review of the formulation of off-shell sigma models with cotangent bundle target spaces in four-dimensional N=2 supersymmetry.
Findings
Clarifies the geometric structure of the models
Details the off-shell supersymmetry formulation
Connects sigma models to Kähler and cotangent bundle geometry
Abstract
We review the construction of 4D, N =2 globally supersymmetric off-shell nonlinear sigma models whose target spaces are the cotangent bundles of K\"ahler manifolds.
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