Sveshnikov Konstantin Alekseevich

Publications in Math-Net.Ru

1. Essentially nonperturbative vacuum polarization effects in a two-dimensional Dirac–Coulomb system for $Z>Z_{\text{cr}}$: Vacuum polarization effects
   
   TMF, 199:1 (2019),  69–103
2. Essentially nonperturbative vacuum polarization effects in a two-dimensional Dirac–Coulomb system with $Z>Z_\mathrm{cr}$: Vacuum charge density
   
   TMF, 198:3 (2019),  381–417
3. Vacuum effects for a one-dimensional "hydrogen atom" with $Z>Z_{\mathrm{cr}}$
   
   TMF, 193:2 (2017),  276–308
4. Quantum mechanics and the hydrogen atom in a generalized Wigner–Seitz cell
   
   TMF, 176:2 (2013),  254–280
5. Schrödinger and Dirac particles in quasi-one-dimensional systems with a Coulomb interaction
   
   TMF, 173:2 (2012),  293–313
6. Quasi-exact solution of the problem of relativistic bound states in the $(1{+}1)$-dimensional case
   
   TMF, 149:3 (2006),  427–456
7. Subtraction-free renormalization of the quantum-field vacuum energy in the presence of nontrivial boundary conditions
   
   TMF, 143:1 (2005),  49–63
8. Quasiexact Solution of a Relativistic Finite-Difference Analogue of the Schrödinger Equation for a Rectangular Potential Well
   
   TMF, 132:3 (2002),  408–433
9. Vacuum Polarization Effects in a System of Two Three-Phase Chiral Bags
   
   TMF, 132:3 (2002),  363–387
10. Chiral Bag Model with Constituent Quarks: Topological and Nontopological Solutions
    
    TMF, 132:2 (2002),  238–266
11. Three-phase model of a chiral quark bag
    
    TMF, 117:2 (1998),  263–299
12. Connection between discontinuous step-like and smooth kink-type classical solutions in quantum field theory
    
    TMF, 108:2 (1996),  212–248
13. Nonclassical analogs of solitons in quantum field theory
    
    TMF, 94:1 (1993),  52–65
14. Quantization of a particle-like classical solution in Bogoliubov variables without Dirac's brackets
    
    TMF, 93:3 (1992),  384–402
15. Finite-difference effects in quantum field theory and quantization of classical solutions
    
    TMF, 82:1 (1990),  55–65
16. Quantization of the gravitational field in the neighborhood of the Schwarzschild solution in the relativistic theory of gravitation
    
    TMF, 80:2 (1989),  173–191
17. Some exact solutions for a scalar field in the relativistic theory of gravitation
    
    TMF, 76:3 (1988),  477–480
18. Aspects of perturbation theory in the neighborhood of a classical particle-like solution
    
    TMF, 76:3 (1988),  350–361
19. Classical solution of the equations of motion in the quantum theory of Fermi fields
    
    TMF, 76:1 (1988),  31–46
20. Quantization in the neighborhood of a classical solution in the theory of a Fermi field
    
    TMF, 75:2 (1988),  218–225
21. Quantium dynamics of an extended object in Bogolyubov's group variables
    
    TMF, 74:3 (1988),  373–391
22. Quantization of a soliton solution in a (3+1)-dimensional model of a scalar field with self-interaction involving derivatives
    
    TMF, 72:3 (1987),  361–368
23. A method of realizing the algebra of commutation relations
    
    TMF, 61:1 (1984),  45–51
24. Covariant perturbation theory in the neighborhood of a classical solution
    
    TMF, 55:3 (1983),  361–384