A continuous Wick rotation for spinor fields and supersymmetry in Euclidean space

Abstract

We obtain a continuous Wick rotation for Dirac, Majorana and Weyl spinors $\psi \to \exp (\frac{1}{2}\theta {\gamma }^4{\gamma }^5)\psi$ which interpolates between Minkowski and Euclidean field theories.

Proceedings of the String conference held at Imperial College, London, July 1996. 9 pages, Latex

Cited by in corpus (11)

• Euclidean SYM Theories by Time Reduction and Special Holonomy Manifolds
• Properties of Chiral Wilson Loops
• Supersymmetric QCD and noncommutative geometry
• Topological Vector Symmetry of BRSTQFT and Construction of Maximal Supersymmetry
• Implications of a dilaton in gauge theory and cosmology
• A Wick Rotation for Spinor Fields: the Canonical Approach
• Emergent Lorentz Signature, Fermions, and the Standard Model
• N=1/2 supergravity with matter in four Euclidean dimensions
• Euclidean Actions, Instantons, Solitons and Supersymmetry
• Wick Rotation, Regularization of Propagators by a Complex Metric and Multidimensional Cosmology
• On the Dirac Eigenvalues as Observables of the on-shell N=2 D=4 Euclidean Supergravity