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Isaac Scientific Publishing
Advances in Analysis
Anatoly Golberg,  Holon Institute of Technology, Israel
Department of Applied Mathematics
Holon Institute of Technology
Holon, Israel
Research Interests
• Geometric Function Theory
• Conformal and quasiconformal mappings
• Integral quasiconformality on general spaces
• Extremal and computational problems
• Development of new trends and solving some important problems in these fields of geometric analysis
Selected Publication List
• A. Golberg, R. Salimov, Mappings with upper bounds p-moduli, Contemporary Mathematics, 659, 2016 (91-113).
• A. Golberg, E. Sevost'yanov, On injectivity radius of generalized quasiisometries in higher dimensions, Ukr. Math. J, 67, no. 2, 2015 (199-210).
• A. Golberg, R. Salimov, E. Sevost'yanov, Singularities of discrete open mappings with controlled p-module, J. d'Analyse Mathématique, 127, 2015(303-328).
• A. Golberg, R. Salimov, Local behavior of mappings defined by their distributional derivatives, Trans. of Institute of Mathematics, National Academy of Sciences of Ukraine, 12(3), 2015 (110-120) [ISSN: 1815-2910].
• A. Golberg, R. Salimov, Homeomorphisms Lipschitzian in the mean, Complex Analysis and Potential theory with applications, 2014 (95-110).
• A. Golberg, R. Salimov, Extension of the Schwarz Lemma to homeomorphisms with controlled p-module, Georgian Mathematical J. (GMJ), 21 (3), 2014 (273-279).
• A. Golberg, R. Salimov, E. Sevost'yanov, Distortion estimates under mappings with controlled p-module, Ann. Univ. Bucharest (math. series), 5(LXIII), 2014 (95-114).
• A. Golberg, R. Salimov, Logarithmic Hölder continuity of ring homeomorphisms with controlled p-module, Complex Variables and Elliptic Equations, 59 (1), 2014 (91-98).
• T. A. Azeroglu, A. Golberg, M. Lanza de Cristoforis, S. Plaksa, Promarz M. Tamrazov: mathematical ideas and results, Complex Variables and Elliptic Equations, 59 (1), 2014 (1-17).
• A. Golberg, Quasiisometry from different points of view, J. Math. Sci. (N. Y.) 196 (5), 2014 (617-631).
• A. Golberg, R. Salimov, Equicontinuity of plane homeomorphisms with controlled p-module. Trans. of Institute of Mathematics, National Academy of Sciences of Ukraine, 10(4-5), 2013 (115-125).
• A. Golberg, R. Salimov, Topological mappings of integrally bounded p–moduli, Ann. Univ. Bucharest (math. series), 3 (LXI), 2012 (49-66).
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