Selected publications
1
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A.E.Borovick, V.Yu.Popkov and V.N.Robuk: Nonlinear structures
formation in exactly solvable dissipative systems.
Reports USSR Acad. of Sciences. 305 (1989), 841-843.
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2
- I.M.Bakirov and V.Yu.Popkov: Completely integrable systems of
brusselator type.
Phys.Lett.A 141 (1989),275-278.
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3
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A.E.Borovick and V.Yu.Popkov:
Completely integrable chains of spins 1.
Sov. Phys. JETP 71(1) (1990), 177-185.
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4
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A.E.Borovick, V.Yu.Popkov ,Yu.M.Strzhemechnyi ,A.A. Zvyagin:
Exactly solvable multichain quantum model.
Pis'ma Zh.Eksp.Teor.Fiz.
55 (1992), 293-296.
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5
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V.Yu.Popkov and A.A. Zvyagin:
``Antichiral'' exactly solvable effectively two-dimensional quantum
spin model.
Phys. Lett.A
175 (1993), 407-410.
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6
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A. Akhiezer, A.E.Borovick, V.Yu.Popkov:
Exactly solvable system of
coupled nonlinear Shrödinger equations.
Phys. Lett. A
182 (1993), 44-48.
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7
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V.Yu. Popkov:
Anisotropic extension of 2D solvable models of statistics
to 3D.
Phys. Lett.A
192 (1994), 337.
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8
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A.E.Borovick, S.I.Kulinich, V.Yu.Popkov, Yu.M.Strzhemechny:
A new exactly solvable model of statistics in 3D.
Int. J Modern Phys. B
10 (1996), 443-453.
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9
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V. Popkov and B. Nienhuis:
3D multi-layered solvable
6-vertex model.
J. Phys. A
30 (1997), 99-116.
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10
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V. Popkov:
Multilayer extension of two-dimensional solvable
statistical models to three dimensions.
Int. J. Mod. Phys.B
11 (1997), 178.
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11
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V.S.Borovikov, L.Yu.Gorelik, S.I.Kulinich, and V.Yu.Popkov:
Non-linear processes in 1D quantum spin ordered system under
strong magnetic field pulse.
Acta Phys. Polonica
A 91 (1997), 605.
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12
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H. Y. Huang, V. Popkov, and F. Y. Wu:
Exact solution of a three-dimensional dimer system.
Phys.Rev.Lett.
78 (1997), 409.
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13
- V. Popkov, Doochul Kim, H. Y. Huang, and F. Y. Wu:
Exact lattice statistics in three dimensions: a layered dimer system
and a layered domain wall model.
Phys.Rev. E 56 (1997), 3999.
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14
- H.-W. Lee, V. Popkov, D. Kim:
Two-way traffic flow: exactly solvable model of traffic jam.
J.Phys.A 30 (1997), 8497-8513.
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15
- V. Popkov and G. Schütz :
Steady-state selection of driven diffusive systems with open boundaries.
Europhysics Lett. 48 (1999), 257-263.
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16
- V. Popkov and M. Salerno:
Quantum shock waves in the Heisenberg XY model.
Phys.Rev. B 62 (2000), 352.
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17
- V. Popkov and I. Peschel:
Exactly solvable statistical model for two-way traffic.
J.Phys. A 33 (2000), 3989-3995.
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18
- V. Popkov, L. Santen, A. Schadschneider and G.M. Schütz:
Boundary-induced phase transition in traffic flow.
J. Phys. A. 34 (2001), L1 - L8.
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19
- V. Popkov, J. Hager, J. Krug and G.M. Schütz:
Minimal current phase and boundary layers in driven diffusive system.
to appear in Phys. Rev. E (2001).
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20
- V. Popkov and I. Peschel:
Symmetry breaking and phase coexistence in a driven diffusive
two-channel system.
submitted .
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