Sorin Aleksandr Savel'evich

Publications in Math-Net.Ru

1. Vector fields and invariants of the full symmetric Toda system
   
   TMF, 216:2 (2023),  271–290
2. The Full Symmetric Toda Flow and Intersections of Bruhat Cells
   
   SIGMA, 16 (2020), 115, 8 pp.
3. Phase portraits of the full symmetric Toda systems on rank-$2$ groups
   
   TMF, 193:2 (2017),  193–213
4. Bruhat Order in the Full Symmetric $\mathfrak{sl}_n$ Toda Lattice on Partial Flag Space
   
   SIGMA, 12 (2016), 084, 25 pp.
5. Relativistic nuclear physics at JINR: from the synchrophasotron to the NICA collider
   
   UFN, 186:4 (2016),  405–424
6. New method for constructing semi-invariants and integrals of the full symmetric $\mathfrak{sl}_n$ Toda lattice
   
   TMF, 183:2 (2015),  222–253
7. Integrable structure of the field theory of open superstrings
   
   TMF, 149:3 (2006),  381–385
8. Hamiltonian Structures of Fermionic Two-Dimensional Toda Lattice Hierarchies
   
   TMF, 146:1 (2006),  90–102
9. $N=(1|1)$ Supersymmetric Dispersionless Toda Lattice Hierarchy
   
   TMF, 132:2 (2002),  222–237
10. Fluctuation forces in a three-layer medium with rough boundaries. IV. Calculations in the second order of perturbation theory (Casimir range)
    
    TMF, 92:1 (1992),  113–118
11. Fluctuation forces in a three-layer medium with rough boundaries. III. Aspects of perturbation theory in the Casimir range
    
    TMF, 91:3 (1992),  474–482
12. Fluctuation forces in a three-layer medium with rough boundaries. II. Calculations in the second order of perturbation theory
    
    TMF, 82:3 (1990),  360–365
13. Fluctuation forces in a three-layer medium with rough boundaries. I. Principles of perturbation theory
    
    TMF, 82:2 (1990),  178–187
14. Thermal properties of quantum electrodynamics in 2+1 dimensions and confinement
    
    TMF, 69:1 (1986),  25–39
15. Structure of representations of the conformal supergroup in the $OSp(1,4)$ basis
    
    TMF, 45:1 (1980),  30–45
16. The supergroup $O\operatorname{Sp}(1,4)$ and classical solutions of the Wess–Zumino model
    
    TMF, 39:2 (1979),  172–179