Books:

   G.N. Dulnev, V.V. Novikov, "Transfer Prossesses in Nonhomogeneous Media", Leningrad, Energoatomizdat, 1991(in Russian);

   V.P.Privalko, V.V. Novikov, Yu. G. Yanovski, "Principles of Thermophysics and Rheophysics of Polymer Materials", Kiev, Naykova Dumka, 1991(in Ukraine);

   V.P.Privalko, V.V. Novikov, "The Science of Heterogeneous Polymers : Structure and Thermophysical Properties", Chichester, London, Wiley, 1995, p.234

   Novikov V. V., “Physical properties of fractal structures”, p.203., 2006 In the book ”Fractals, diffusion and relaxation in disordered complex systems” Edited by Stuart A. Rice, Guest editors: William T. Coffey and Yuri P. Kalmykov


Papers:

   1. V. V. Novikov, V.P.Belov, Inverse renormalization - group transformation in the bond percolation problem, Journal of the Experimental and Theoretical Physics v.106, pp.780-789 (1994)

Обзор    2. V.P.Privalko, V.V. Novikov, Model Treatments of the Heat Conductivity of Hetero- geneous Polymers, Adv. Polym. Sci.,vol.119 ; pp.31-77 (1995)

   3. V.V. Novikov, V.P.Privalko, Compositions - dependent properties of Heterogeneous Polymers : Application of step-by-step O veragin approach. Thermoelastic Properties, Sci. Engin. Composite Mat., 1994, v.3, |4, p.269-282

   4. V.V. Novikov and K.W.Wojciechowski, Negative Poisson coefficient of fractal structures, Phys.Sol.State 41,1970 (1999)

   5. V. V. Novikov and K. W. Wojciechowski, Вязкоупругие свойства фрактальных сред, Prikladnaja Mechanika i Techniczeskaja Fizika (Novosibirsk) 41, 162-172 (2000), in Russian; English translation: Viscoelastic properties of fractal media, Journal of Applied Mechanics and Technical Physics 41, 149 (2000)

   6. V. V. Novikov, K. W. Wojciechowski, V. P. Privalko, Anomalous dielectric relaxation of inhomogeneous media with chaotic structure, Journal of Physics: Condensed Matter 12, 4869-4879 (2000)

   7. V. V. Novikov, Wojciechowski K. W., Belov D.V. and PrivalkoV. P. Elastic properties of inhomogeneous media with chaotic structure Phys. Rev. E63, 036120 (2001)

   8. V. V. Novikov, V.P. Privalko. Temporal fractal model for the anomalous dielectric relaxation of inhomogeneous media with chaotic structure Phys. Rev. E, 64, 031504, (2001)

   9. V. V. Novikov, K. W. Wojciechowski, Вязкоупругие свойства неоднородных сред с фрактальной структурой, Zurnal Eksperimentalnoi i Teoreticheskoi Fiziki 122, 538-548 (2002), in Russian; English translation Viscoelastic properties of inhomogeneous media with fractal strucutre, Journal of the Experimental and Theoretical Physics 95, 462-471 (2002)

   10. V. V. Novikov, K. W. Wojciechowski, Frequency dependences of dielectric properties of metal-insulator composites Solid State Physics 44, 2055 (2002)

   11. V. V. Novikov, K. W. Wojciechowski, V. P. Privalko, Chaotic fractal models generated by rectangular cell, Computational Methods in Science and Technology 10(1), 91-100 (2004)

   12. V.V. Novikov, K.W. Wojciechowski, Extreme viscoelastic properties of composites of strongly inhomogeneous structures due to negative stiffness phases, Physica Status Solidi B242, 645-652 (2005)

   13. V. V. Novikov, Chr. Friedrich, “Viscoelastic properties of composite materials with structure”. Phys. Rev. E, 72, 021506, (2005)

   14. V. V. Novikov, K. W. Wojciechowski, О.А.Komkova, Anomalous relaxation in dielectrics. Equations with fractional derivatives, Materials Science-Poland, Vol. 23, No. 4, ( 2005)

   15. V. V. Novikov, D. Y. Zubkov, “Conductivity in a magnetic field of a three-dimensional composite with a random fractal structure”, Phys. Rev.B73, 1, (2006)

   16. V.V. Novikov, V. Usov, N. Shakatulak, The fractal nature of elastic aftereffect in metallic materials, Physica Status Solidi B244, 1054-1061 (2007)

   17. V. V. Novikov, D. Y. Zubkov, Fractal character of effective Hall properties of a three-dimensional disordered composite, Physica B 400, 6, (2007)