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Physical Review D

Articles Citing

Effect of virtual pairs for relativistic bound-state problems

Mohsen Emami-Razavi1 and Marian Kowalski2

  • 1Centre for Research in Earth Space Science, York University, Toronto, Ontario M3J 1P3, Canada
  • 2University of Ontario, Institute of Technology, Department of Science, Oshawa, Ontario, L1H 7K4 Canada

Upper and Lower Bound States for Zero Dimensional Space in Scalar Quantum Field Theory

Mohsen Emami-Razavi

Int J Theor Phys 60 3128 (2021)

Comparing relativistic three-body wave equations with non-relativistic bound-states results in scalar QFT

Mohsen Emami-Razavi

Int J Theor Phys 59 1475 (2020)

Retardation Effects and Virtual Annihilation Interactions in Relativistic Three-body Systems

Mohsen Emami-Razavi and Somayeh Asgary

Int J Theor Phys 57 238 (2018)

Four-Body Bound-States Systems in Relativistic Scalar Quantum Field Theory: Variational Basis-State Approach

Mohsen Emami-Razavi, Marian Kowalski, and Somayeh Asgary

Int J Theor Phys 57 2989 (2018)

Study of virtual annihilation and retardation effects in relativistic two-, four-, and six-body wave equations in scalar QFT

Mohsen Emami-Razavi and Somayeh Asgary

J Theor Appl Phys 11 249 (2017)

Phase structure of the scalar Yukawa model with compactified spatial dimensions

L. M. Abreu, A. P. C. Malbouisson, and E. S. Nery

Mod. Phys. Lett. A 31 1650121 (2016)

Phase structure of a Yukawa-like model in the presence of magnetic background and boundaries

L. M. Abreu and E. S. Nery

Int. J. Mod. Phys. A 31 1650128 (2016)

Size effects on the thermodynamic behavior of a simplified generalized scalar Yukawa model

L. M. Abreu, E. S. Nery, and A. P. C. Malbouisson

Phys. Rev. D 91 087701 (2015)

Thermodynamic behavior of the generalized scalar Yukawa model in a magnetic background

L.M. Abreu, A.P.C. Malbouisson, J.M.C. Malbouisson, E.S. Nery, and R. Rodrigues da Silva

Nuclear Physics B 881 327 (2014)

RELATIVISTIC WAVE EQUATIONS OF n-BODY SYSTEMS OF FERMIONS AND ANTIFERMIONS OF VARIOUS MASSES IN QUANTUM ELECTRODYNAMICS

MOHSEN EMAMI-RAZAVI, NANTEL BERGERON, and JURIJ W. DAREWYCH

Int. J. Mod. Phys. E 21 1250091 (2012)

Relativistic wave equations ofn-body systems of particles and antiparticles of various masses in scalar quantum field theory

Mohsen Emami-Razavi, Nantel Bergeron, and Jurij W Darewych

J. Phys. G: Nucl. Part. Phys. 38 065004 (2011)

Relativistic wave equations of combined three particles and three antiparticles in scalar quantum field theory

Mohsen Emami-Razavi, Nantel Bergeron, and Jurij W Darewych

J. Phys. G: Nucl. Part. Phys. 37 025007 (2010)

Relativistic three-body bound states in scalar QFT: Variational basis-state approach

Mohsen Emami-Razavi, Nantel Bergeron, Jurij W. Darewych, and Marian Kowalski

Phys. Rev. D 80 085006 (2009)

Relativistic wave equations of combined particles and antiparticles in scalar quantum field theory

Mohsen Emami-Razavi

Phys. Rev. D 77 045025 (2008)

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