Aleksandr Danilovich Aleksandrov - Students of Aleksandrov

Students of Aleksandrov

  • I. Liberman, S. Olovianishnikoff, P. Kostelyanetz — all the three of them died on the battlefields of the World War II
  • A. Pogorelov — from Kharkov
  • A. Yusupov — from Bukhara
  • Students from the Aleksandrov Leningrad period (ordered by the time of joining the seminars): Yu. Borisov, V. Zalgaller, Yu. Reshetnyak, I. Bakelman, Yu. Volkov, A. Zamorzaev, S. Bogacheva (who later married Aleksandrov), Yu. Borovskii, R. Pimenov
  • Sobchuk and Starokhozyayev — from Ukraine
  • G. Rusiyeshvili — from Georgia (country)
  • B. Frank and H. Frank — from Germany
  • Yu. Burago, V. Kreinovich; Grigori Perelman
  • Moved from Alma-Ata after Aleksandrov's lecture tour there: M. Kvachko, V. Ovchinnikova, E. Sen'kin
  • Stayed in Alma-Ata: A. Zilberberg, V. Strel'cov, D. Yusupov
  • Novosibirsk students: A. Guts, A. Kuz'minykh, A. Levichev, and A. Shaidenko.

Both in St. Petersburg and Novosibirsk Aleksandrov participated in joint research also with some of his students' students. Several of them became his co-authors: V. Berestovskii, A. Verner, N. Netsvetaev, I. Nikolaev, and V. Ryzhik.

His last Ph.D. student was Grigori Perelman who proved Thurston's geometrization conjecture in 2002/2003 which contains the Poincaré conjecture as a special case.

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