Zhuravlev Victor Mikhailovich

 

DATE OF BIRTH: March 14, 1953
PLACE OF BIRTH: Alma-Ata, Kazakh SSR
MARITAL STATUS: Married

WORK ADDRESS
Ulyanovsk State University
432017, Ulyanovsk, 6 Minaev St. , Apt. 56
Phone: +78422303632
E-mail: zhvictorm@gmail.com

ACADEMIC QUALIFICATION
2005 – Professor at the Department of Theoretical and Mathematical Physics
2002 – Doctor of Physical and Mathematical Sciences, specialty “Mathematical modeling, numerical methods and program complexes” (subject: “Nonlinear wave processes in multicomponent systems with dispersion and diffusion”)
1987 – Candidate of Physical and Mathematical Sciences, specialty “Geophysics” (subject: “The method of maximum entropy in multidimensional spectral analysis and its application for the analysis of hydrometeorological fields of the tropical Atlantic”)
1976 – Diploma of Faculty of Physics, Lomonosov Moscow State University

POSITIONS HELD
2006 – to the present - Professor at the Department of Theoretical Physics of Ulyanovsk State University
2000 – 2006 – Dean of the Faculty of Physics and Technology of Ulyanovsk State University
1992 – 2000 – Associate Professor at Ulyanovsk State University
1989 – 1992 – Senior Researcher at Ulyanovsk Center of Microelectronics
1987 – 1989 – Researcher at the Marine Hydrophysical Institute of the Academy of Sciences of the Ukrainian SSR, Sevastopol
1976 – 1987 – Engineer, junior researcher at the Marine Hydrophysical Institute of the Academy of Sciences of the Ukrainian SSR, Sevastopol

RESEARCH INTERESTS
• nonlinear wave processes
• theory of gravity, astrophysics and cosmology
• data processing methods
• hydrodynamics

TRAINING OF HIGHLY QUALIFIED PERSONNEL
2012 – Zinoviev D.A. Candidate of Physical and Mathematical Sciences. 01-04-02 Theoretical Physics, “The method of generalized Cole-Hopf substitutions in the theory of nonlinear waves in self-gravitating compressible mediums and its application to astrophysics problems”
2004 – Samoilov V.V. Candidate of Physical and Mathematical Sciences. 05-13-18 Mathematical modeling, numerical methods and program complexes, “Analytical and numerical modeling of electrical and heat transfer processes in multiple-point electric contacts”
2002 – Kornilov D.A. Candidate of Physical and Mathematical Sciences. 05-13-18 “Mathematical modeling of processes described by equations of the Liouville type, as applied to the theory of gravity and cosmology”

ACADEMIC AWARDS AND GRANTS
2013 – 2014 RFBR grant “Development of methods of processing, analysis and visualization of data in regional geographic information systems with applications to ecology and medical problems”
2011 – 2013 RFBR grant “Mathematical modeling of nonlinear wave processes using the method of generalized Cole-Hopf substitutions as applied to the problems of mechanics and hydrodynamics”
2011 – Full member of the Interregional public organization “Russian Academy of Cosmonautics named after K.E. Tsiolkovsky”
2008 – 2010 RFBR grant “Methods and algorithms of digital spectral analysis of image sequences and discrete time series in the application to the problems of medical physics and space physics”
2007 – Corresponding Member of Interregional public organization “Russian Academy of Cosmonautics named after K.E. Tsiolkovsky”
2000 – 2002 RFBR grant “Analytical models of nonlinear waves based on precisely solvable multidimensional equations of the Liouville type and multidimensional Toda chains with applications to physical, chemical and biological systems”

MEMBERSHIP IN EDITORIAL BOARDS OF JOURNALS
2014 – to the present – Member of the Editorial Board of the journal “Space, Time and Fundamental Interactions” 2014 – Member of the Editorial Board of the journal “University proceedings. Volga region”

TOTAL NUMBER OF PUBLICATIONS: 290

MAIN PUBLICATIONS
1. Dvoryaninov G.S., Zhuravlev V.M. Stationary transfer excited by waves in the Ekman layer. Marine Hydrophysical Journal, 1978, no. 3, pp. 25-37.
2. Dvoryaninov G.S., Zhuravlev V.M. Dynamics of a turbulent surface wavy layer. Marine Hydrophysical Journal, 1979, no. 4, pp. 34-50.
3. Dvoryaninov G.S., Zhuravlev V.M. On the theory of a turbulent layer of wave mixing. Izvestiya of AS SSSR. Ser. PAO, 1980, no. 6, pp. 234-245.
4. Dvoryaninov G.S., Zhuravlev V.M. The inverse problem for internal waves in connection with the problem of ocean tomography. In: Experimental and theoretical studies of the atmosphere. Sevastopol, 1983, pp.146-154.
5. Zhuravlev V.M. On a new conception of two-dimensional equations of the dynamics of an incompressible fluid. Journal of Applied Mathematics and Mechanics, 1994, vol. 58, no. 6, pp. 60-67.
6. Zhuravlev V.M. Turbulence of incompressible fluid flows near local equilibrium and the principle of secondary maximum of entropy. Journal of Technical Physics, 2009, no.1, pp. 16-27.
7. Zhuravlev V.M. Exact solutions in the hydrodynamics of a compressible fluid and methods of functional substitutions of the Cole-Hopf type. Innovative technologies collection. Ed. S.V. Bulyarsky. Ulyanovsk: UlSU Publishing House, 2010, pp. 77-93.
8. Zhuravlev V.M., Prusov A.V. Estimation of mutual spectral matrices by the method of maximum entropy. Marine Hydrophysical Institute of the Academy of Sciences of the Ukrainian SSR. Sevastopol: VINITI, 1986, no. 1604-B86.
9. Zhuravlev V.M., Prusov A.V., Goloborodko S.V. Wave structure of meteorological processes at a tropical energy-active polygon. Marine Hydrophysical Institute of the Academy of Sciences of the Ukrainian SSR. Sevastopol: VINITI, 1986, no. 1603-B86.
10. Zhuravlev V.M., Dvoryaninov G.S., Prusov A.V. The maximum entropy method in multidimensional spectral analysis. (Part 1, Theory, tests), Preprint MHI of AS USSR, 1987.
11. Zhuravlev V.M., Dvoryaninov G.S., Prusov A.V. The maximum entropy method in multidimensional spectral analysis. (Part 2, Spectral estimations of meteorological parameters in the field of Intertropical Convergence Zone (ITCZ)), Preprint MHI of AS USSR, 1987.
12, Zhuravlev V.M., Dvoryaninov G.S., Prusov A.V. Maximum entropy method in multidimensional spectral analysis of time series. Marine Hydrophysical Journal, 1987, no. 3, pp. 41-48.
13. Zhuravlev V.M., Dvoryaninov G.S., Prusov A.V., Lemeshko E.M. Methods of maximum entropy and complex normal modes for multidimensional and spatial-temporal spectral analysis, In: Modeling of hydrophysical processes and fields in closed reservoirs and seas. Ed. Sarkisyan A.S. Science Publishing house, 1987, pp. 213-228.
14. Zhuravlev V.M., Valentyuk R.A. Multidimensional method of maximum entropy in one-dimensional spectral analysis, 1987, VINITI, no. 6602-B87.
15. Zhuravlev V.M. The method of maximum entropy in multidimensional spectral analysis and its application for the analysis of hydrometeorological fields of the tropical Atlantic. Dissertation for a degree of candidate of Physics and Mathematical Sciences. Marine hydrophysical Institute of USSR Academy of Sciences. Sevastopol, 1987. 70 p.
16. Dvoryaninov G.S.,Zhuravlev V.M., Prusov A.V. Sinoptic waves in the Tropical Atlantic atmosphere and their relationship with the dynamics of intra-tropical convergence zone. Soviet J. of Physical Oceanjgraphy.1989, vol.1, no. 2, pp. 77-86.
17. L.V. Grunskaya, I.N. Gavrilov, D.V. Vinogradov, V.M. Zhuravlev. An experimental-methodical complex for studying the variability of the electromagnetic field of the Earth in the extremely low-frequency range related to global geophysical phenomena. Bulletin of UlSU, Series Physical, 2002, no.1, pp. 45-58.
18. Zhuravlev V.M., Zhuravlev A.V. A multidimensional linear interpolation algorithm with area smoothing on a simplex cover with an arbitrary distribution of nodes of an irregular grid. University proceedings. Volga region, 2007, no. 4, pp.93-99.
19. Zhuravlev V.M., Zhuravlev A.V., Egorov G.A. Estimation of the spatio-temporal spectra of wave processes based on a sequence of images using the multidimensional method of maximum entropy. University proceedings, Volga region, 2008, no. 3, pp. 71-81.
20. Zhuravlev V.M., Zhuravlev A.V. The New Method of Space-Time Spectra Nonlinear Models Generation and Prediction from Experimental Data. Nonlinear World, 2009, no. 10, pp. 763-771.
21. Zhuravlev V.M., Zhuravlev A.V., Fundaev S.V., Egorov G.A. Error estimation of autoregressive spectra. Journal of Applied Mathematics and Mechanics collection, 2009, pp. 104-108.
22. Zhuravlev V.M., Fundaev S.V. Calculation of the spectral density of a signal using an antenna array of variable configuration. University proceedings. Volga region, 2009, no. 3, pp. 101-112.
23. Egorov G.A., Zhuravlev V.M. Spectral analysis of wave processes in the solar atmosphere on basis of a number of images. University proceedings. Volga region, 2013, no.1, pp. 100-112.
24. Zhuravlev V.M. A precisely integrable model of three-wave interaction in an inhomogeneous nonlinear medium. JETP Letters, 1995, vol. 61, no. 4, pp. 254-258.
25. Zhuravlev V.M. Models of nonlinear wave processes that allow soliton solutions. JETP, 1996, vol. 110, no. 6, pp. 2243-2263.
26. Zhuravlev V.M. On a class of models of autowaves in active media with diffusion admitting exact solutions. JETP Letters, 1997, vol. 65, no. 3, pp. 285-290.
27. Zhuravlev V.M., Korobko D.A. On the dynamics of solitons of the nonlinear Schrödinger equation with a source. Bulleyin of UlSU. Physical series, 1997, no. 3, pp. 4-9.
28. Zhuravlev V.M. Toda diffusion chains in models of nonlinear waves in active media. JETP, 1998, vol. 114, no. 5, pp.1897-1914.
29. Zhuravlev V.M. Exact solutions of the Liouville equation in multidimensional spaces. Theoretical and Mathematical Physics, 1999, vol. 120, no. 1, pp. 3-19.
30. Zhuravlev V.M. Exact solutions of the nonlinear diffusion equation ut=DΔu+λu in a two-dimensional coordinate space. Theoretical and Mathematical Physics, 2000, vol. 124, no. 2, pp. 265-278.
32. Zhuravlev V.M. Quadratic forms and exact solutions of the equations of two-dimensional Toda chains. Bulletin of the Ulyanovsk State University. Physical series, 2000, 2, pp. 3-11.
33. Zhuravlev V.M., Kornilov D.A. A class of exact solutions in a three-wave interaction model in a quadratic dispersion medium. Bulletin of the Ulyanovsk State University. Physical series, 2000, no. 2, pp. 57-63.
34. Zhuravlev V.M., D.I. Antonov. Precisely integrable models of five-wave and six-wave interactions in an inhomogeneous nonlinear medium. Bulletin of UlSU. Physical series, 2000, no. 2(9), pp. 68-70.
35. Zhuravlev V.M. Models of autowave processes in diffusion media and Liouville-type equation. Izvestiya VUZ. Applied Nonlinear Dynamics, 2001, vol. 9, no. 6, pp. 115-128.
36. Zhuravlev V.M. Nonlinear waves in multicomponent systems with dispersion and diffusion. Ulyanovsk: UlSU Publishing House, 2001. 252 p.
37. Zhuravlev V.M. Precisely integrable models of the interaction of waves with a continuous spectrum. Izvestiya VUZ. Applied Nonlinear Dynamics, 2001, vol. 9, no. 2, pp. 76-81.
38. Zhuravlev V.M. Autowaves in double-wire lines with the exponential-type nonlinear active element. JETP Letters, 2002, vol. 75, no. 1, pp. 11-16.
39. Zhuravlev V.M. Nonlinear wave processes in multicomponent systems with dispersion and diffusion. Dissertation for Doctor of Physical and Mathematical Sciences. Ulyanovsk: UlSU Publishing House, 2002. 240 p.
40. Zhuravlev V.M., Kornilov D.A. Features of the dynamics of the first and second harmonics in the absence of phase matching in a dissipative medium. Bulletin of the Ulyanovsk State University. Physical series, 2002, no. 2, pp. 3-13.
41. Zhuravlev V.M. Autowaves in double-wire lines with an exponential current-voltage characteristic. JETP, 2006, vol. 129, no. 3, pp. 587-604.
42. Zhuravlev V.M., Nikitin A.V. A new approach to the construction of nonlinear evolution equations linearized using Cole-Hopf substitutions. Nonlinear World, 2007, vol. 5, no. 9, pp. 603-611.
43. Zhuravlev V.M., Zinoviev D.A. Nonlinear equations linearized using the generalized Cole-Hopf substitutions and exactly integrable models of the one-dimensional compressible fluid flows. JETP Letters, 2008, vol. 87, no. 5, pp. 314-318.
44. Zhuravlev V.M. Acoustic shock wave front evolution and the Burgers equation with transverse viscosity. Mathematical Methods of Theoretical Physics collection. Ulyanovsk: UlSU, 2007, pp. 101-106.
45. Zhuravleva V.M. Differential-parametric identities and exact solutions of the Klein Gordon equations in two-dimensional space. Mathematical methods of theoretical physics collection. Ulyanovsk: UlSU, 2007, pp.111-128.
46. Zhuravlev V.M., D.A. Kornilov. The method of immersion in an extended complex space and the efficiency of computing exact solutions of the Liouville equations in multidimensional space. Mathematical methods of theoretical physics collection. Ulyanovsk: UlSU, 2007, pp.129-147.
47. Zhuravlev V.M., Zinoviev D.A. Method of generalized Cole-Hopf substitutions for dimension 1+2 and integrable models for two-dimensional compressible flows. JETP Letters, 2008, vol. 88, no. 3, pp.194-197.
48. Zhuravlev V.M., Shlyapin V.A. Principle of second maximum entropy and Reynolds equations in stohastic dynamics of one dimension nonlinear systems. Nonlinear World, 2008, vol. 6, no. 7, pp. 352-363.
49. Zhuravlev V.M. The method of generalized Cole–Hopf substitutions and new examples of linearizable nonlinear evolution equations. Theoretical and Mathematical Physics, 2009, vol. 158, no. 1, pp. 58-71.
50. Zhuravlev V.M., Shlyapin V.A. The method of conjugate functions in the stochastic dynamics of one-dimensional nonlinear systems and the principle of secondary maximum of entropy. Applied Mathematics and Mechanics collection. Ulyanovsk: UlSTU, 2009, pp. 72-88.
51. V.M. Zhuravlev, A.V. Zhuravlev, D.A. Kornilov, A.V. Nikitin, V.V. Samoilov. The generalized Cole-Hopf substitution method in the theory of nonlinear discrete systems. Applied Mathematics and Mechanics collection, Ulyanovsk: UlSTU, 2009, pp. 89-103.
52. V.M. Zhuravlev. Exact solutions of hydrodynamics of a compressible fluid and functional Cole-Hopf substitutions. Innovative technologies collection. Ulyanovsk: UlSU, 2010, pp. 77-93.
53. V. M. Zhuravlev and D.A. Zinov’ev. The Application of Generalized Cole-Hopf Substitutions in Compressible-Fluid Hydrodynamics. Physics of Wave Phenomena, 2010, vol. 18, no. 4, pp. 245–250.
54. V.M. Zhuravlev, K.S. The stumps. Method of general Coule–Hopf substitutions in theory of finite-dimensional dynamical systems. Journal of Samara State Technical University, Ser. Physical and Mathematical Sciences, 2011, no. 1(22), pp. 83-89.
55. V.M. Zhuravlev, P.P. Mironov. The dynamics of random-disturbed Volterra-Lotke system and the maximum entropy method. Nonlinear World, 2011, vol. 9, no. 4, pp. 201-212.
56. V. M. Zhuravlev and D.A.Zinov’ev. Nonlinear Waves in Self-Gravitating Compressible Fluid and Generalized Cole−Hopf Substitutions. Physics of Wave Phenomena, 2011, vol. 19, no. 4, pp. 313–317.
57. V.M. Zhuravlev, D.A. Zinoviev. Integrand models of a liquefiable medium dynamics in the proper gravity field. Cole-Hopf substitution method. University proceedings. Volga region. Physical and mathematical sciences, 2012, no. 4, pp. 174-190.
58. V.M. Zhuravlev. Multidimensional nonlinear wave equations with multivalued solutions. Theoretical and Mathematical Physics, 2013, vol. 174, no. 2, pp. 236-246.
59. V.M. Zhuravlev, P.P. Mironov. The random-disturbed dynamic models and the maximum entropy method. Journal of Samara State Technical University, Ser. Physical and Mathematical Sciences, 2013, no. 1(30), pp. 352-360.
60. A.N. Byzykchi, V.M. Zhuravlev. Solitons and the generalized Cole-Hopf substitutions. Journal of Samara State Technical University, Ser. Physical and Mathematical Sciences, 2013, no. 2 (31), pp. 193-199.
61. V.M. Zhuravlev. Nonlinear wave equations and first order complex quasilinear equations. Space, Time and Fundamental Interactions, 2013, no. 4, pp. 56-67.
62. V.M. Zhuravlev, P.P. Mironov. Dynamics of random-disturbed Verhulst equation and the method of maximum entropy. University proceedings. Volga region. Physical and Mathematical Sciences, 2013, no. 2, pp.156-170.
63. V.M. Zhuravlev. Matrix functional substitutions for integrable dynamical systems and the Landau–Lifshitz equations. Nonlinear Dynamics, 2014, vol. 10, no. 1, pp. 35-48. http://nd.ics.org.ru
64. Chervon S.V., Schigolev V.K., Zhuravlev V.M. Nonlinear fields in cosmological inflation models. Izvestiya VUZ. Physics Series, 1996, no. 2, pp. 41-49.
65. Chervon S.V., Zhuravlev V.M. Exact solutions in cosmological inflation models. Izvestiya VUZ. Physics Series, 1996, no. 8, pp. 56-65.
66. V.K. Shchigolev, Zhuravlev V.M., S.V. Chervon. A new class of heterogeneous cosmological models with Yang-Mills fields. JETP Letters, 1996, vol. 64, no. 2, pp. 65-70.
67. V.M. Zhuravlev, S.V. Chervon, V.K. Shchigolev. New exact solutions in standard inflationary models. Physics Letters B, 1997, vol. 398, pp. 269-273.
68. V.K. Shchigolev, V.M. Zhuravlev, S.V. Chervon. Inhomogeneous cosmologies with gravitatingYang-Mills-Higgs fields. Grav. & Cosm., 1997, vol. 3, no. 3, pp. 213-217.
69. V.M. Zhuravlev, S.V. Chervon, D.Yu. Shabalkin. The effective chiral model of plane-symmetric gravitational field. Grav. & Cosm., 1997, vol. 3, no. 4, pp. 312-316.
70. Zhuravlev V.M., Chervon S.V., Shchigolev V.K. New classes of exact solutions in inflationary cosmology. JETP, 1998, vol. 114, no. 2, pp. 179-190.
71. Chervon S.V., Zhuravlev V.M. New exact solutions in the chiral model of a plane-symmetric gravitational field. Izvestiya VUZ. Physics Series, 1998, no. 11, pp. 102-107.
72. V.M. Zhuravlev, S.V. Chervon. The cosmological model with an analitic exit from inflation. Proc. 19 Texas symp. Paris,1998. Mini-simp. 04. “Early Univers.” 1998. N 04/277.
73. Zhuravlev V.M., Kornilov D.A. On the evolutionary regimes of the early Universe, resistant to thermal fluctuations. Bulletin of the Ulyanovsk State University. Ser. Physical, 1999, pp. 21-29.
74. V.M. Zhuravlev, D.A Kornilov. Latent mass effect in an inhomogeneous cosmo-logical model with a self-interacting scalar field and a perfect fluid. Grav.& Cosm., 1999, vol. 5, no. 4, pp. 325-328.
75. Chervon S.V., Zhuravlev V.M. Comparative analysis of exact and approximate models of cosmological inflation. Izvestiya VUZ. Physics Series, 2000, no. 4, pp. 76-84.
76. Zhuravlev V.M., D.A. Kornilov. Inhomogeneous cosmological model with a scalar field and quintessence. Bulletin of the Ulyanovsk State University. Ser. Physical, 2000, no. 1(8), pp. 6-9.
77. Zhuravlev V.M., Chervon S.V. Cosmological inflation models that allow a natural to the radiation-dominated stage and the era of the predominance of matter. JETP, 2000, vol. 118, no. 2, pp. 259-272.
78. Zhuravlev V.M. Two-component cosmological models with a variable equation of state of matter and thermal equilibrium of components. JETP, 2001, vol. 120, no. 5, pp. 1042-1061.
79. V.M. Zhuravlev, Kornilov D.A., Savelova E.P. The scalar fields with negative kinetic energy, dark matter and dark energy. General Rel. and Grav., 2004, vol. 6, no. 7, pp. 1719-1736.
80. V.M. Zhuravlev, Kornilov D.A., Savelova E.P. Dark matter, dark energy and field of negative energy. Gravitation & Cosmology, 2006, vol. 12, no. 4, pp. 283-288.
81. V.M. Zhuravlev, A. V. Patrushev. The dust disk dynamics in week-nonlinear regime. arXiv:astro-ph/0602564
82. V.M. Zhuravlev, A.V. Patrushev. Self-gravitating dust disk dynamics in weakly nonlinear mode. University proceedings. Volga region. Physical and mathematical sciences, 2007, no. 1, pp. 62-70.
83. V. M. Zhuravlev, R. R. Abbyazov. Thermodynamics of Cosmological Models with a Variable Matter Equation of State. Grav. & Cosm., 2010, vol. 16, no. 1, pp. 50-60.
84. Zhuravlev V.M., Orishchenko A.V., Avdonin V.V., Letunovsky S.V. Models of particle energy distribution evolution in velocity space. University proceedings. Volga region. Physical and mathematical sciences, 2009, no.1, pp. 121-126.
85. V.A. Sadovnichy, M.I. Panasyuk, I.V. Yashin, V.O. Barinova, N. N. Vedenkin, N. A. Vlasova, G. K. Garipov, O. R. Grigoryan T. A. Ivanova, V. V. Kalegaev, P. A. Klimov, A. S. Kovtyukh, S. A. Krasotkin , N.V. Kuznetsov, E.A. Muravyova, I.N. Myagkova, R.A. Nymmik, N.N. Pavlov, S.N. Kuznetsov, D.A. Parunakyan, V.L. Petrov, M V. Podzolko, V. V. Radchenko, A. N. Petrov, S. Ya. Reizman, I. A. Rubinstein, M. O. Ryazantseva, E. A. Sigaeva, E. N. Sosnovets, L. I Starostin, V. I. Tulupov, B. A. Khrenov, V. M. Shakhparonov, A. V. Shirokov, S. Yu. Bobrovnikov, V. V. Alexandrov, S. S. Lemak, V. S. Morozenko , V. M. Zhuravlev, E. A. Mareev, V. N. Blinov, N. N. Ivanov, V. A. Kozhevnikov , L.A. Makridenko, A.P. Papkov, J. Lee, I. Pak, H. Kotsomi, V.M. Krasnopeev, O. Martinez, E. Ponce, U. Salazar. Research of the space environment on microsatellites. University-Tatiana and University-Tatiana 2. Solar System Research, 2011, vol. 45, no. 1, pp. 5-31.
86. V. M. Zhuravlev, T. V. Podymova, and E. A. Pereskokov. Cosmological Models with a Specified Trajectory on the Energy Phase Plane. Gravitation and Cosmology, 2011, vol. 17, no. 2, pp. 101-109.
87. V.M. Zhuravlev, S.V. Letunovsky. The analysis of a long term evolution of the sun activity based on Wolf number sequence (I. Methodology). University proceedings. Volga region. Physical and mathematical sciences, 2010, no. 4, pp. 120-129.
88. V.M. Zhuravlev, A.V. Patrushev. The dynamics of a self-gravitating dust disk in a weakly non-linear mode. University proceedings. Volga region. Physical and mathematical sciences, 2011, no. 1, pp. 69-78.
89. V.M. Zhuravlev, S.V. Letunovsky. The analysis of a long term solar activity evolution based on Wolf number seqience (II. Results). University proceedings. Volga region. Physical and mathematical sciences, 2011, no. 3, pp. 164-174.
90. V.M. Zhuravlev, S.V. Letunovsky. Long-period oscillations of the correlation function of a series of Wolf numbers and the possibility of predicting solar activity. http://arxiv.org/abs/1202.1774
91. Zhuravlev V.M. Integer-charge electrodynamics and topology. In “Gravity and electromagnetism”. Minsk: BSU, 1998, pp. 42-50.
92. Zhuravlev V.M. Integer-charge electrodynamics and topology. Izvestiya VUZ. Series Physics, 2000, no. 2, pp. 134-140.
93. Zhuravlev V.M. Integer-charge electrodynamics and topology. Critical technol. and foundation. Problems of physics of condensed medium. Ulyanovsk, 2001, pp. 42-72.
94. Zhuravlev V.M. A topological interpretation of quantum theory and elementary particle structure. Gravitation and Cosmology, 2011, vol. 17, no. 3, pp. 201-217.
95. Zhuravlev V.M. Topological interpretation of quantum theory and the structure of elementary particles. G&C, 2011, vol. 17, no. 3, pp. 201-217 (Russian version as amended 2013).
96. Zhuravlev V.M. Ladder operators in quantum mechanics. Bulletin of UlSU. Series physical, 2001, pp.4-32.
97. Zhuravlev V.M. Schrödinger equation and dynamics of a charged fluid. Proceedings of “Modus Academicus”. Ulyanovsk, 2002, pp. 45-63.
98. Zhuravlev V.M. Introduction to the theory of solitons and the Darboux transformation method. Tutorial. Ulyanovsk: FMSU Publishing House, 1995. 60 p.
99. Zhuravlev V.M. Calculation of the amplitude of the second zonal harmonic of the Earth's gravitational field. In Space Workshop, A.S. Kovtyukh, Ed. Moscow: UNTS DO Publishing House, 2005, pp. 134-159.
100. Zhuravlev V.M. Variations of the relative density of the atmosphere on the satellite orbit. In Space Workshop, A.S. Kovtyukh, Ed. Moscow: UNTS DO Publishing House, 2005, pp. 160-165.
101. Zhuravlev V.M. Calculation of the projection of the Keplerian satellite orbit on the geographical map of the Earth. In Space Workshop, A.S. Kovtyukh, Ed. Moscow: UNTS DO Publishing House, 2005, pp.166-170.
102. Zhuravlev V.M. Variations of the relative density of the atmosphere on the satellite orbit. In Space Workshop, A.S. Kovtyukh, Ed. Moscow: UNTS DO Publishing House, 2006, pp.160-165.
103. Zhuravlev V.M., Fundaev S.V., Shlyapin V.A. Electronic workshop “Cosmophysics-2007”. Development of the Space Research Laboratory of UlSU and SINP of Moscow State University. UlSU, 2007.
104. Zhuravlev V.M. Near Earth cosmic space physics. Course of lectures. Tutorial. Samara-Ulyanovsk, 2010. 180 p.
104. Zhuravlev V.M. Cosmophysical Workshop. Appendix to the multimedia workshop Cosmophysics 2010. Toolkit. Samara-Ulyanovsk, 2010. 75 p.
106. Zhuravlev V.M. Physics of the near Earth space. Lectures. Methodical manual for Cosmophysics practical works, Samara-Ulyanovsk, 2011. 154 p.
107. Zhuravlev V.M. Spacephysics practical works. Application to electronic practical works Spacephysics. Samara Ulyanovsk, 2011. 57 p.
108. Zhuravlev V.M., Evstigneev P.V., Seregin S.A. Mesoplankton field structure in the surface zone of a tropical energy-active polygon. Marine Hydrophysical Institute of the Academy of Sciences of the Ukrainian SSR. Sevastopol: VINITI, 1986. N 3442-В86.
109. Arav V.I., Denisov O.F., Pashkova A.N., Zhuravlev V.M. Epiphysis and Chalone-Antichalone System of the Liver. Ulyanovsk: SVNC Publishing House, 1996, pp. 5-12.
110. Indiryakova T.A., Sych V.F., Arav V.I., Zhuravlev V.M. Studying the role of the epiphysis in the formation of the circadian rhythm of the mitotic index of jejunum crypt. Ulyanovsk: SVNC Publishing House, 1996, pp. 51-62.
111. Zhuravlev V.M. Microdynamics of the exchange of values and their distribution in equilibrium communities. Bulletin of the Ulyanovsk State University. Physical series, 2000, no. 1, pp. 74-89.
112. Sych V.F., Arav V.V., Slesarev S.M., Zhuravlev V.M., Butov A.A., Sannikov I.A., Smironova E.V. Melotonin and the formation of the circadian rhythm of the mitotic complex of the jejunum crypt epithelium. Bulletin of UlSU. Medical series, 2002, no. 1, pp. 95-98.
113. Sych V.F., Arav V.V., Slesarev S.M., Zhuravlev V.M., Butov A.A., Sannikov I.A., Smironova E.V. On the value of regulatory peptides of epiphysis in the formation of the circadian rhythm of proliferation. Bulletin of UlSU. Medical series, 2002, no. 1, pp. 99-104.
114. Zhuravlev VM. Matrix functional substitutions for integrable dynamical systems and the Landau–Lifshitz equations. Nonlinear Dynamics. Izhevsk: Izhevsk Institute of Computer Science Publishing House, 2014, no. 1, pp. 35-48.
115. Zhuravlev V.M . Morozov V.M. Method of conformal mappings in the theory of two-dimensional quantum systems. University proceedings. Volga region. Physical and mathematical sciences, 2014, no. 3, pp. 159-178.
116. V.M. Zhuravlev, V.N. Morozov, M.S. Petryakov, V.V. Samoilov. The method of conditional decomposition of empirical distributions and its application to the analysis of a series of observations. University proceedings. Volga region. Physical and mathematical sciences, 2014, no. 3, pp. 178-197.

 

 

 

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Дата обновления: 04.12.2019 16:12