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Physics NotePublished

<math>ζ</math><math>\zeta</math>-Function Regularization of Chiral Jacobians for Singular Dirac Operators: Finite Chiral Rotations

Sebastião Alves Dias; M. Thomaz

1990

Publication details

Authors
Sebastião Alves Dias; M. Thomaz
Type
Physics Note
Status
Published
Publication date
1990
Description
The Jacobian for finite chiral rotations which preserve the topology is computed using <math>\zeta\,\!</math>-function regularization when the Dirac operator of the theory is singular. The full generating functional, including fermionic sources, is used in the definition of the Jacobian which is shown to be algebraically identical to the Jacobian which would be obtained if the Dirac operator was non-singular.
Year
1990
Number
CBPF-NF-043/90
Linked to a thesis
No
Linked to a grant
No
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