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Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|October 10, 2006
Wetting phase diagrams of a polyacid brush with a triple pointA A Mercurieva, P Iakovlev, E B Zhulina, et al.Soft Matter|October 6, 2015
Persistence length of dendronized polymers: the self-consistent field theoryI V Mikhailov, A A Darinskii, E B Zhulina, et al.Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|July 13, 2004
Partition function, metastability, and kinetics of the escape transition for an ideal chainL I Klushin, A M Skvortsov, F A M LeermakersThe Journal of Chemical Physics|August 10, 2013
Equivalence of chain conformations in the surface region of a polymer melt and a single Gaussian chain under critical conditionsA M Skvortsov, F A M Leermakers, G J FleerPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|October 9, 2002
Exactly solvable model with stable and metastable states for a polymer chain near an adsorbing surfaceL I Klushin, A M Skvortsov, F A M LeermakersThe Journal of Chemical Physics|January 19, 2007
Negative compressibility and nonequivalence of two statistical ensembles in the escape transition of a polymer chainA M Skvortsov, L I Klushin, F A M LeermakersSoft Matter|March 22, 2014
Dendron brushes and dendronized polymers: a theoretical outlookO V Borisov, A A Polotsky, O V Rud, et al.Biofizika|September 1, 1989
[Description of cartilage tissue structure in solution by the mean field theory]A M Skvortsov, I V Pavlushkov, T I Prokudina, et al.The Journal of Chemical Physics|February 16, 2010
Analytical theory of finite-size effects in mechanical desorption of a polymer chainA M Skvortsov, L I Klushin, G J Fleer, et al.The Journal of Chemical Physics|May 12, 2009
Temperature effects in the mechanical desorption of an infinitely long lattice chain: re-entrant phase diagramsA M Skvortsov, L I Klushin, G J Fleer, et al.Pageof 4