The structure of the Osborn ("Local Renormalization Group") Equation in the presence of integer dimensional irrelevant operators is studied. We argue that the consistency of the anomalous part of the generating functional requires a beta-function for the metric. The modified form of the Weyl anomalies is calculated
In this thesis we study the connection between conformal symmetry breaking and the the renormalizat...
We study the renormalization group flow of Z2-invariant supersymmetric and nonsupersymmetric scalar ...
We show that supersymmetry Ward identities contain an anomalous term which takes the form of a surfa...
We argue that in general renormalizable field theories the topological angles may develop an additiv...
AbstractWe discuss Weyl anomaly and consistency conditions of local renormalization group in d=1+2 d...
The running of quantum field theories can be studied in detail with the use of a local renormalizati...
We discuss Weyl anomaly and consistency conditions of local renormalization group in <math altimg="s...
Operators with integer scaling dimensions in even-dimensional conformal field theories exhibit well-...
I study a class of interacting conformal field theories and conformal windows in three dimensions, f...
We provide a non-renormalization theorem for the coefficients of the conformal anomaly associated wi...
We generalize the local renormalization group (RG) equation to theories with chiral anomalies. We fi...
Irrelevant operators in a CFT modify the usual Weyl transformation of the metric. A metric beta-func...
We study the effect of conformal anomalies on the hydrodynamic description of conformal field theori...
We revisit the computation of the trace anomaly for Weyl fermions using dimensional regularization. ...
Local terms in the Operator Product Expansion in Superconformal Theories with extended supersymmetry...
In this thesis we study the connection between conformal symmetry breaking and the the renormalizat...
We study the renormalization group flow of Z2-invariant supersymmetric and nonsupersymmetric scalar ...
We show that supersymmetry Ward identities contain an anomalous term which takes the form of a surfa...
We argue that in general renormalizable field theories the topological angles may develop an additiv...
AbstractWe discuss Weyl anomaly and consistency conditions of local renormalization group in d=1+2 d...
The running of quantum field theories can be studied in detail with the use of a local renormalizati...
We discuss Weyl anomaly and consistency conditions of local renormalization group in <math altimg="s...
Operators with integer scaling dimensions in even-dimensional conformal field theories exhibit well-...
I study a class of interacting conformal field theories and conformal windows in three dimensions, f...
We provide a non-renormalization theorem for the coefficients of the conformal anomaly associated wi...
We generalize the local renormalization group (RG) equation to theories with chiral anomalies. We fi...
Irrelevant operators in a CFT modify the usual Weyl transformation of the metric. A metric beta-func...
We study the effect of conformal anomalies on the hydrodynamic description of conformal field theori...
We revisit the computation of the trace anomaly for Weyl fermions using dimensional regularization. ...
Local terms in the Operator Product Expansion in Superconformal Theories with extended supersymmetry...
In this thesis we study the connection between conformal symmetry breaking and the the renormalizat...
We study the renormalization group flow of Z2-invariant supersymmetric and nonsupersymmetric scalar ...
We show that supersymmetry Ward identities contain an anomalous term which takes the form of a surfa...