Person: Suvorov, Georgii Dmitrievic
Georgii Dmitrievic Suvorov was a Russian mathematician who made important contributions to function theory and topology.
Mathematical Profile (Excerpt):
 After graduating, Suvorov served in the army and remained in active service until the end of the war in 1945.
 After being demobilized, Suvorov tried to continue his career along the lines that he had been intending before the war interrupted his studies.
 Suvorov completed work on his Master's Thesis (equivalent to a Ph.D.) in 1951 and, at that time was appointed as an assistant at Tomsk University.
 At Tomsk, Suvorov was soon promoted from assistant to lecturer.
 Suvorov made major contributions to the theory of functions.
 Another area on which Suvorov worked was the theory of conformal mappings and quasiformal mappings.
 One of the many innovations in Suvorov's work was new methods which he introduced to help in the understanding of metric properties of mappings with bounded Dirichlet integral.
 In connection with this, G D Suvorov posed the problem whether there exist conformal invariant compactifications of a simply connected plane domain (in the first instance, metrizable) different from the Carathéodory (and from the "trivial" one from the point of view of the known theory of the onepoint and the StoneČech compactifications), and about the description of all such compactifications.
 G D Suvorov and his students have constructed and studied two entirely new complete lattices of conformalinvariant compactifications.
 Let us end this biography by looking briefly at some of the monographs that Suvorov wrote.
 A collaboration between Suvorov and Oleg V Ivanov led to a number of joint papers which formed the basis for their joint monograph Complete lattices of conformally invariant compactifications of a domain (Russian).
 Suvorov's final two monographs were published in 1985 and 1986 after his death in 1984.
Born 19 May 1919, Saratov, Russia. Died 12 October 1984, Donetske, Ukraine.
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References
Adapted from other CC BYSA 4.0 Sources:
 O’Connor, John J; Robertson, Edmund F: MacTutor History of Mathematics Archive