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Entangled states in a simple model of quantum electrodynamics

Theoretical and mathematical physics, 2023-10, Vol.217 (1), p.1487-1494

Pismak, Yu. M.

2023

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Scaling violation and the appearance of mass in scalar quantum field theories

Theoretical and mathematical physics, 2023-10, Vol.217 (1), p.1495-1504

2023

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Majorana Fermion as a Real Spinor Field

Physics of particles and nuclei letters, 2023-10, Vol.20 (5), p.1121-1123

2023

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Modelling of Bound States of Dirac Particles in Singular Background in Framework of Symanzik Approach

Physics of particles and nuclei letters, 2018-07, Vol.15 (4), p.380-383

Pismak, Yu. M.

2018

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Wave Packets of Bound States of a Dirac Field on a Material Plane

Theoretical and mathematical physics, 2019-09, Vol.200 (3), p.1401-1412

2019

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Zero-range potential in the model of the spinor field interacting with a material plane: conditions for transparency of the plane to Dirac particles

EPJ Web of Conferences, 2019, Vol.222, p.3026

2019

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Symanzik Approach in Modeling the Interaction of Quantum Fields with Extended Objects: Scattering of Dirac Particles on Material Plane

Physics of particles and nuclei letters, 2019-09, Vol.16 (5), p.441-444

2019

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Symanzik approach in modeling of bound states of Dirac particle in singular background

EPJ Web of Conferences, 2017, Vol.158, p.7005

2017

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Bound states in a model of interaction of Dirac field with material plane

EPJ Web of Conferences, 2016, Vol.125, p.5022

2016

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Model of Dirac field interacting with material plane within Symanzik’s approach

EPJ Web of Conferences, 2016, Vol.126, p.5012

2016

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Singular Background in a Model of Material Plane Interacting with Dirac Particles

Physics of particles and nuclei, 2022-04, Vol.53 (2), p.326-334

2022

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Interaction of Massless Dirac Field with 2D-Material in a Model Constructed in the Framework of Symanzik Approach

Physics of particles and nuclei, 2020-07, Vol.51 (4), p.578-582

2020

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Modeling the interaction of a material plane with a spinor field in the framework of Symanzik’s approach

Theoretical and mathematical physics, 2015-09, Vol.184 (3), p.1329-1341

2015

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Algebraic calculation of the resolvent of a generalized quantum oscillator in a space of dimension D

Theoretical and mathematical physics, 2015-10, Vol.185 (1), p.1454-1461

2015

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Scattering of electromagnetic waves on a planar surface in a model with the Chern-Simons potential

Theoretical and mathematical physics, 2011-10, Vol.169 (1), p.1423-1431

2011

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Scaling violation in massless scalar quantum field models in logarithmic dimensions

Journal of physics. A, Mathematical and theoretical, 2015-08, Vol.48 (32), p.325401-25

2015

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Modeling the interaction of an electromagnetic field with a two-dimensional surface in the framework of symanzik’s approach

Theoretical and mathematical physics, 2013-06, Vol.175 (3), p.816-826

2013

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Supersymmetry and coherent states for the displacement-operator-derived effective mass system

European physical journal plus, 2015, Vol.130 (1), p.7, Article 7

2015

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Electromagnetic waves in a model with Chern-Simons potential

Physical review. E, Statistical, nonlinear, and soft matter physics, 2015-07, Vol.92 (1), p.013204-013204, Article 013204

2015

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Lifshitz-point correlation length exponents from the large-n expansion

Nuclear physics. B, 2012-09, Vol.862 (1), p.75-106

2012

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Large-n expansion for m-axial Lifshitz points

Journal of physics. Condensed matter, 2005-05, Vol.17 (20), p.S1947-S1972

2005

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Chern-Simon potential in models of interaction of electromagnetic field with thin films

Physics of particles and nuclei, 2013-05, Vol.44 (3), p.450-461

2013

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Scaling laws in evolution of large computer programs

Physics of particles and nuclei letters, 2008-05, Vol.5 (3), p.201-206

2008

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Compatibility of 1/ n and ϵ expansions for critical exponents at m -axial Lifshitz points

Journal of physics. A, Mathematical and theoretical, 2008-04, Vol.41 (13), p.135003

2008

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Casimir-type effects for scalar fields interacting with material slabs

Journal of physics. A, Mathematical and theoretical, 2010-09, Vol.43 (36), p.365401-365401

2010

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Entangled states in a simple model of quantum electrodynamics

Scaling violation and the appearance of mass in scalar quantum field theories

Majorana Fermion as a Real Spinor Field

Modelling of Bound States of Dirac Particles in Singular Background in Framework of Symanzik Approach

Wave Packets of Bound States of a Dirac Field on a Material Plane

Zero-range potential in the model of the spinor field interacting with a material plane: conditions for transparency of the plane to Dirac particles

Symanzik Approach in Modeling the Interaction of Quantum Fields with Extended Objects: Scattering of Dirac Particles on Material Plane

Symanzik approach in modeling of bound states of Dirac particle in singular background

Bound states in a model of interaction of Dirac field with material plane

Model of Dirac field interacting with material plane within Symanzik’s approach

Singular Background in a Model of Material Plane Interacting with Dirac Particles

Interaction of Massless Dirac Field with 2D-Material in a Model Constructed in the Framework of Symanzik Approach

Modeling the interaction of a material plane with a spinor field in the framework of Symanzik’s approach

Algebraic calculation of the resolvent of a generalized quantum oscillator in a space of dimension D

Scattering of electromagnetic waves on a planar surface in a model with the Chern-Simons potential

Scaling violation in massless scalar quantum field models in logarithmic dimensions

Modeling the interaction of an electromagnetic field with a two-dimensional surface in the framework of symanzik’s approach

Supersymmetry and coherent states for the displacement-operator-derived effective mass system

Electromagnetic waves in a model with Chern-Simons potential

Lifshitz-point correlation length exponents from the large-n expansion

Large-n expansion for m-axial Lifshitz points

Chern-Simon potential in models of interaction of electromagnetic field with thin films

Scaling laws in evolution of large computer programs

Compatibility of 1/ n and ϵ expansions for critical exponents at m -axial Lifshitz points

Casimir-type effects for scalar fields interacting with material slabs

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