Ihor Guran (in honour of the 70th anniversary of birth)
Abstract
Some pages of biography and main scientific achievements of Ihor Guran, a famous Ukrainian mathematician, are presented. This a modified and expanded version of the anniversary text published in Math. Bulletin of Shevchenko Scientific Society, 12 (2015).
References
I.Yo. Guran, On topological groups close to finally compact, DAN SSSR, 256 (1981), No6, 1305–1307.
I.Yo. Guran, M.M. Zarichnyi, Whitney topology and box products, Dop. AN UkrSSR, Ser. A, 11 (1984), 5–7, 87.
B.M. Bokalo, I.Yo. Guran, Boundedness in topological rings, Visn. Lviv. un-tu, ser. mech.-mat., 24 (1985), 60–64.
I.Yo. Guran, An example of a minimal non-metrizable topological group, Dop. AN UkrSSR, Ser. A, 1 (1986), 6–9, 88.
I. Guran, O. Gutik, Alexander Doniphan Wallace: the founder of the theory of topological semigroups, Third Summer School in Algebra, Analysis and Topology. Lviv-Kozyova, August 9–20, 2005. Invited Lectures and Abstracts of Research Reports. Lviv, (2005), 31–57.
I. Guran, M. Zarichnyi, On normality of the strong-weak topology, Math. Bull. Shevchenko Sci. Soc., 3 (2006), 227–232.
I. Guran, Bolyai János in Lviv, Symmetry: Art and Science, The Journal of ISIS-Symmetry, 1–4 (2008), 146–149.
T. Banakh, I. Guran, A. Ravsky, Characterizing meager paratopological groups, Appl. Gen. Topol., 12 (2011), No1, 27–33.
T. Banakh, I. Guran, I. Protasov, Algebraically determined topologies on permutation groups, Topology Appl., 159 (2012), No9, 2258–2268.
I. Guran, Ya. Prytula, Jozef Schreier “On finite base in topological groups”, Mat. Stud., 39 (2013), No1, 3–9.
L. Bazylevych, I. Guran, M. Zarichnyi, Lwów period of S. Ulam’s mathematical creativity, Technical translactions. Fundamential Sciences. Series 2-NP (2015), 33–39.
Copyright (c) 2025 T. Banakh, M. Sheremeta, O. Skaskiv, M. Zarichnyi

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.
Matematychni Studii is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0) license.