We illustrate the dimensional regularization technique using a simple problem from elementary electrostatics. We contrast this approach with the cutoff regularization approach, and demonstrate that dimensional regularization preserves the translational symmetry. We then introduce a Minimal Subtraction (MS) and a Modified Minimal Subtraction (MS-Bar) scheme to renormalize the result. Finally, we consider dimensional transmutation as encountered in the case of compact extra-dimensions
We discuss a systematic way to dimensionally regularize divergent sums arising in field theories wit...
A deformation of the dimensional-regularization technique that is useful for theories where the comm...
General issues concerning the regularization of supersymmetric theories using dimensional regulariza...
We study the Lorentz and Dirac algebra, including the antisymmetric e tensor and the y 5 matrix, i...
Abstract We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ 5 ma...
We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ$_{5}$ matrix,...
We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ$_{5}$ matrix,...
Recent progress concerning regularization of supersymmetric theories is reviewed. Dimensional reduct...
We discuss a systematic way to dimensionally regularize divergent sums arising in field theories wit...
This is the first in a series of papers addressing the phenomenon of dimensional transmutation in no...
The role of dimensional regularization is discussed and compared with that of cut-off regularization...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
We define a modified dimensional-regularization technique that overcomes several difficulties of the...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
We discuss a systematic way to dimensionally regularize divergent sums arising in field theories wit...
A deformation of the dimensional-regularization technique that is useful for theories where the comm...
General issues concerning the regularization of supersymmetric theories using dimensional regulariza...
We study the Lorentz and Dirac algebra, including the antisymmetric e tensor and the y 5 matrix, i...
Abstract We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ 5 ma...
We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ$_{5}$ matrix,...
We study the Lorentz and Dirac algebra, including the antisymmetric ϵ tensor and the γ$_{5}$ matrix,...
Recent progress concerning regularization of supersymmetric theories is reviewed. Dimensional reduct...
We discuss a systematic way to dimensionally regularize divergent sums arising in field theories wit...
This is the first in a series of papers addressing the phenomenon of dimensional transmutation in no...
The role of dimensional regularization is discussed and compared with that of cut-off regularization...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
We define a modified dimensional-regularization technique that overcomes several difficulties of the...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
One-loop Feynman diagrams, when regularized using the continuous dimension method, exhibit single po...
We discuss a systematic way to dimensionally regularize divergent sums arising in field theories wit...
A deformation of the dimensional-regularization technique that is useful for theories where the comm...
General issues concerning the regularization of supersymmetric theories using dimensional regulariza...