A brief discussion is given on the progress made thus far in calculating the electromagnetic mass differences of elementary particles. Some of the methods discussed include Feynman's method, Cottinghams method, the methods involving Bjorken scaling iunctions, and the formalism of Dashen and Frautschi. (LBS
Different approaches to the problem of mass quantization are discussed. The Barut ideas of crucial i...
Summing up all Feynman diagrams describing an elementary particle can provide a measure of the energ...
The Cottingham formula is used to calculate the D+-D0 mass difference assuming that isospin-symmetry...
In Cottingham's approach to electromagnetic masses ([delta]m) one encounters the problem of unknown ...
Explicit calculations have been presented for the I=2 electromagnetic mass difference between partic...
Starting from the Cottingham formula, the problem of the ΔI=1 and ΔI=2 mass differences of the pseud...
We use the Cottingham method to calculate the pion and kaon electromagnetic mass differences with as...
We use the Cottingham method to calculate the pion and kaon electromagnetic mass differences with as...
This thesis is in two parts. In the first section, the operator structure of the singular terms in ...
From time involved in pair production process, in the photon-photon collision, we consider energy an...
The requirement of a calculable n-p mass difference leads to a consideration of unified gauge theori...
Numerical solution methods for electromagnetic scattering by non-spherical particles comprise a vari...
"Submitted to Journal of Physics Soceity of Japan for publication.""Research supported in part by th...
The electromagnetic mass difference between the N∗++(pion-nucleon 3/2 resonance with T3=+3/2) ...
The atomic structure is presented on the basis of the theory of vortex gravitation. The feasibility ...
Different approaches to the problem of mass quantization are discussed. The Barut ideas of crucial i...
Summing up all Feynman diagrams describing an elementary particle can provide a measure of the energ...
The Cottingham formula is used to calculate the D+-D0 mass difference assuming that isospin-symmetry...
In Cottingham's approach to electromagnetic masses ([delta]m) one encounters the problem of unknown ...
Explicit calculations have been presented for the I=2 electromagnetic mass difference between partic...
Starting from the Cottingham formula, the problem of the ΔI=1 and ΔI=2 mass differences of the pseud...
We use the Cottingham method to calculate the pion and kaon electromagnetic mass differences with as...
We use the Cottingham method to calculate the pion and kaon electromagnetic mass differences with as...
This thesis is in two parts. In the first section, the operator structure of the singular terms in ...
From time involved in pair production process, in the photon-photon collision, we consider energy an...
The requirement of a calculable n-p mass difference leads to a consideration of unified gauge theori...
Numerical solution methods for electromagnetic scattering by non-spherical particles comprise a vari...
"Submitted to Journal of Physics Soceity of Japan for publication.""Research supported in part by th...
The electromagnetic mass difference between the N∗++(pion-nucleon 3/2 resonance with T3=+3/2) ...
The atomic structure is presented on the basis of the theory of vortex gravitation. The feasibility ...
Different approaches to the problem of mass quantization are discussed. The Barut ideas of crucial i...
Summing up all Feynman diagrams describing an elementary particle can provide a measure of the energ...
The Cottingham formula is used to calculate the D+-D0 mass difference assuming that isospin-symmetry...
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