Add to ORKGDirac's leaping insight that the normalized anti-commutator of the {\gamma}^{\mu} matrices have to equal the relativistic timespace signature was decisive for the successful formulation of his famous Equation. The Dirac matrices represent 'some internal degrees of freedom of the electron' and are the same in all Lorentz frames. Therefore, the link to the timespace signature of special relativity constitutes a separate postulate of Dirac's theory. I prove in this contribution that all the properties of the Dirac electron & positron follow from the quantization of the relativistic 4-momentum vector - preconceived 'internal degrees of freedom', matrices and imposed signature unneeded. The proposed formalism is powerful and clearly rooted in ph...
Using dynamical formalism and equations to find produced dynamical Euler -Lagrangian Equations with ...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
In the present work, the nonrelativistic quark model is applied to study baryon systems, where the c...
We present the results of the application of the Dispersion Matrix approach to semileptonic heavy-to...
It is shown that (aΛ2+b|H|2)R in a spacetime of curvature R is a natural ultraviolet (UV) completion...
We revisit the minimal area condition of Ryu-Takayanagi in the holographic calculation of the entang...
Let n-2<\lambda<n , f be a function in Morrey spaces L^{1,\lambda}(\Omega) , and the e...
An interesting topic is that of metamaterials imparting chiral responses which invoke a disparity be...
The metric tensor in the four dimensional flat space-time is represented as the matrix form and then...
In this paper we take a step forward towards the attainment of a formalism that allows to establish ...
I review the status of the Standard-Model prediction of the width difference $\Delta$$\Gamma$$_s$ am...
The motion of dilute charged particles can be modeled by Vlasov-Poisson-Boltzmann system. We study t...
We obtain some fixed point theorems with error estimates for multivalued mappings satisfying a new -...
Position time series from continuous GPS are an essential tool in many areas of the geosciences and ...
A collocation method based on the Bernstein polynomials defined on the interval [a, b] is developed ...
Using dynamical formalism and equations to find produced dynamical Euler -Lagrangian Equations with ...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
In the present work, the nonrelativistic quark model is applied to study baryon systems, where the c...
We present the results of the application of the Dispersion Matrix approach to semileptonic heavy-to...
It is shown that (aΛ2+b|H|2)R in a spacetime of curvature R is a natural ultraviolet (UV) completion...
We revisit the minimal area condition of Ryu-Takayanagi in the holographic calculation of the entang...
Let n-2<\lambda<n , f be a function in Morrey spaces L^{1,\lambda}(\Omega) , and the e...
An interesting topic is that of metamaterials imparting chiral responses which invoke a disparity be...
The metric tensor in the four dimensional flat space-time is represented as the matrix form and then...
In this paper we take a step forward towards the attainment of a formalism that allows to establish ...
I review the status of the Standard-Model prediction of the width difference $\Delta$$\Gamma$$_s$ am...
The motion of dilute charged particles can be modeled by Vlasov-Poisson-Boltzmann system. We study t...
We obtain some fixed point theorems with error estimates for multivalued mappings satisfying a new -...
Position time series from continuous GPS are an essential tool in many areas of the geosciences and ...
A collocation method based on the Bernstein polynomials defined on the interval [a, b] is developed ...
Using dynamical formalism and equations to find produced dynamical Euler -Lagrangian Equations with ...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
In the present work, the nonrelativistic quark model is applied to study baryon systems, where the c...