A quantum anomaly is the breaking of symmetry with respect to some transformations after the quantization of a classical Hamiltonian or Lagrangian system. It is shown that both the Noether theorems (including their infinite-dimensional versions) and the explanation of the origin of quantum anomalies can be obtained by using similar formulas for derivatives of functions whose values are measure in the former case and pseudomeasures in the latte
Anomaly, a generic feature of relativistic quantum field theory, is shown to be present in non-relat...
Connections between quantum anomalies and transformations of pseudomeasures of the type of Feynman p...
This dissertation aims to study quantum anomalies and some other aspects of the Standard Model of Pa...
A quantum anomaly is the breaking of symmetry with respect to some transformations after the quantiz...
A quantum anomaly is the breaking of symmetry with respect to some transformations after the quantiz...
Applications of transformations of Feynman path integrals and Feynman pseudomeasures to explain aris...
Within the frame of a Group Approach to Quantization anomalies arise in a quite natural way. We pres...
A family of quantum systems parametrized by the points of a compact space can realizeits classical s...
Anomalies can be anticipated at the classical level without changing the classical cohomology, by in...
We give a pedagogical introduction to quantum anomalies, how they are calculated using various metho...
We examine in detail the process of resolving 't Hooft anomalies by extending the symmetry of a theo...
An anomaly in science is an observed fact that is difficult to explain in terms of the existing conc...
We develop a general framework for the description of anomalies using extended functorial field the...
Abstract: ζ-regularized traces, resp. super-traces, are defined on a classical pseudo-differential o...
We use cobordism theory to analyse anomalies of finite non-abelian symmetries in 4 spacetime dimensi...
Anomaly, a generic feature of relativistic quantum field theory, is shown to be present in non-relat...
Connections between quantum anomalies and transformations of pseudomeasures of the type of Feynman p...
This dissertation aims to study quantum anomalies and some other aspects of the Standard Model of Pa...
A quantum anomaly is the breaking of symmetry with respect to some transformations after the quantiz...
A quantum anomaly is the breaking of symmetry with respect to some transformations after the quantiz...
Applications of transformations of Feynman path integrals and Feynman pseudomeasures to explain aris...
Within the frame of a Group Approach to Quantization anomalies arise in a quite natural way. We pres...
A family of quantum systems parametrized by the points of a compact space can realizeits classical s...
Anomalies can be anticipated at the classical level without changing the classical cohomology, by in...
We give a pedagogical introduction to quantum anomalies, how they are calculated using various metho...
We examine in detail the process of resolving 't Hooft anomalies by extending the symmetry of a theo...
An anomaly in science is an observed fact that is difficult to explain in terms of the existing conc...
We develop a general framework for the description of anomalies using extended functorial field the...
Abstract: ζ-regularized traces, resp. super-traces, are defined on a classical pseudo-differential o...
We use cobordism theory to analyse anomalies of finite non-abelian symmetries in 4 spacetime dimensi...
Anomaly, a generic feature of relativistic quantum field theory, is shown to be present in non-relat...
Connections between quantum anomalies and transformations of pseudomeasures of the type of Feynman p...
This dissertation aims to study quantum anomalies and some other aspects of the Standard Model of Pa...
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