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Shobukhov, Andrey V.

Author ID: shobukhov.andrey-v Recent zbMATH articles by "Shobukhov, Andrey V."
Published as: Shobukhov, A. V.; Shobukhov, Andrey V.; Shobukhov, Andrey
Documents Indexed: 15 Publications since 1989
Co-Authors: 5 Co-Authors with 5 Joint Publications
66 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

8 Publications have been cited 10 times in 7 Documents Cited by Year
Existence and uniqueness of a bifurcation periodic solution in systems of “reaction-diffusion” type. Zbl 1189.35154
Shobukhov, A. V.
2
1991
Stability of a bifurcation periodic solution in systems of “reaction-diffusion” type. Zbl 1189.35155
Shobukhov, A. V.
2
1991
On the justification of the existence of a bifurcational periodic solution in a model for heterogeneous catalysis. Zbl 0829.35011
Shobukhov, A. V.
1
1992
Periodic relaxational solutions to a nonlinear autonomous system of differential equations describing the kinetics of a chemical reaction. Zbl 0852.34035
Shobukhov, A. V.
1
1994
Branched-polymer to inflated transition of self-avoiding fluid surfaces. Zbl 1395.82233
Koibuchi, Hiroshi; Shobukhov, Andrey
1
2014
Exact steady state solutions in symmetrical Nernst-Planck-Poisson electrodiffusive models. Zbl 1293.35076
Shobukhov, Andrey V.; Maximov, Dmitry S.
1
2014
Mathematical model of electrodiffusion, dissociation and recombination in the diffusive layer. Zbl 1488.78011
Shobukhov, Andrey V.; Savenkova, Nadejda P.; Kuzmin, Runar N.; Maximov, Dmitry S.
1
2014
Mathematical modeling of hysteresis in porous electrodes. Zbl 1306.92080
Kuzmin, R. N.; Maximov, D. S.; Savenkova, N. P.; Shobukhov, A. V.
1
2012
Branched-polymer to inflated transition of self-avoiding fluid surfaces. Zbl 1395.82233
Koibuchi, Hiroshi; Shobukhov, Andrey
1
2014
Exact steady state solutions in symmetrical Nernst-Planck-Poisson electrodiffusive models. Zbl 1293.35076
Shobukhov, Andrey V.; Maximov, Dmitry S.
1
2014
Mathematical model of electrodiffusion, dissociation and recombination in the diffusive layer. Zbl 1488.78011
Shobukhov, Andrey V.; Savenkova, Nadejda P.; Kuzmin, Runar N.; Maximov, Dmitry S.
1
2014
Mathematical modeling of hysteresis in porous electrodes. Zbl 1306.92080
Kuzmin, R. N.; Maximov, D. S.; Savenkova, N. P.; Shobukhov, A. V.
1
2012
Periodic relaxational solutions to a nonlinear autonomous system of differential equations describing the kinetics of a chemical reaction. Zbl 0852.34035
Shobukhov, A. V.
1
1994
On the justification of the existence of a bifurcational periodic solution in a model for heterogeneous catalysis. Zbl 0829.35011
Shobukhov, A. V.
1
1992
Existence and uniqueness of a bifurcation periodic solution in systems of “reaction-diffusion” type. Zbl 1189.35154
Shobukhov, A. V.
2
1991
Stability of a bifurcation periodic solution in systems of “reaction-diffusion” type. Zbl 1189.35155
Shobukhov, A. V.
2
1991

Citations by Year