8 citations · 15 across the 6 of their papers we have counts for
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Path integral regularization of pure Yang-Mills theory
J. L. Jacquot
In enlarging the field content of pure Yang-Mills theory to a cutoff dependent matrix valued complex scalar field, we construct a vectorial operator, which is by definition invaria…
Path integral regularization of QED by means of Stueckelberg fields
J. L. Jacquot
With the help of a Stueckelberg field we construct a regularized U(1) gauge invariant action through the introduction of cutoff functions. This action has the property that it conv…
Is the axial anomaly really determined in a continuous non-perturbative regularization?
J. L. Jacquot
In the framework of a gauge invariant continuous and non-perturbative regularization scheme based on the smearing of point like interactions by means of cutoff functions, we show t…
Continuous non-perturbative regularization of QED
J. L. Jacquot
We regularize in a continuous manner the path integral of QED by construction of a non-local version of its action by means of a regularized form of Dirac's functions. Since th…
Equations from Non-Linear Chiral Transformations
J. L. Jacquot, J. Richert, M. Umezawa
In comparison with the chiral identity which is indispensable for renormalization theory, relations deduced from the non-linear chiral transformation have a totally different…