On the charge and mass of particles in unitary quantum theory

Sapogin, Leo G.; Boichenko, Victor A.

doi:10.1007/bf02817431

Cited by 13 publications

(35 citation statements)

References 5 publications

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“…The basic Equation (32) can be reduced to the scalar equation (Sapogin et al, 1984(Sapogin et al, , 1988(Sapogin et al, , 1991 for the density of the space charge of the space charge of the bunch, which represents the particles: (Sapogin et al, 1984(Sapogin et al, , 1988(Sapogin et al, , 1991:…”

Section: Calculation Of Dimensionless Electrical Charge and The Valuementioning

confidence: 99%

Commutation Relations, Relativistic Invariance and Deriving the Value of the Fine-Structure Constant from Unitary Quantum Theory

Sapogin¹,

Boichenko²

2013

APR

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The present article discusses the problems of relativistic invariance and commutation relations at unitary quantum theory. The scalar analogue of the main (principal) equation of the unitary quantum theory together with the Poisson equation are solved numerically in this paper. The value of the fine-structure constant, are found, which are in good agreement with the experiment. The evaluation of the electrical form factor of such a particle is also carried out.

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Section: Calculation Of Dimensionless Electrical Charge and The Valuementioning

confidence: 99%

Commutation Relations, Relativistic Invariance and Deriving the Value of the Fine-Structure Constant from Unitary Quantum Theory

Sapogin¹,

Boichenko²

2013

APR

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“…Nevertheless, our idea to consider a particle as some moving wave packet which periodically disappears and appears in movement, has allowed to arrive to the conclusion [Sapogin L.G., 2005; that such particle may be described by the common telegraph -type equation of second order. In one-dimension case this equation is following: ISSN: 1916-9639 Vol.…”

Section: Common Approachesmentioning

confidence: 99%

“…The relativistic invariant equation for our wave packet is following [Boichenko V.A., 1984;Sapogin L.G., 2003;2005;:…”

Section: Introductionmentioning

confidence: 99%

“…This fundamental equation of UQT describes, in our opinion, all properties of elementary particles. It is possible to derive from (1) the Dirac equation and also the relativistic invariant Hamilton -Jacoby equation [Sapogin L.G., 1988;1991;2003;2005;. We have succeeded in solving only the simplified scalar variant of eq.…”

Section: Introductionmentioning

confidence: 99%

“…(1). However, the solution obtained has allowed to determine theoretically [Sapogin L.G., 1988;1991;2003;2005; …”

Section: Introductionmentioning

confidence: 99%

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