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Co-authors (by number of collaborations)
- Arnolʹd, Vladimir Igorevich
- Atiyah, Michael Francis
- Averbukh, Boris G.
- Bayer, Arend
- Beilinson, Aleksandr A.
- Beukers, Frits
- Bogomolov, Fedor Alekseevich
- Bourguignon, Jean-Pierre
- Buium, Alexandru
- Catanese, Fabrizio
- Combe, Noemie C.
- Drinfeld, Vladimir Gershonovich
- Feigin, Boris Lvovich
- Franke, Jens
- Frolov, I. V.
- Gelfand, Sergei I.
- Gelʹfand, Izrailʹ Moiseevich
- Greuel, Gert-Martin
- Hazewinkel, Michiel
- Heath-Brown, D. R.
- Hertling, Claus
- Hitchin, Nigel J.
- Iskovskikh, Vasiliĭ Alekseevich
- Kanevsky, Dimitri
- Kapranov, Mikhail M.
- Khenkin, Gennadiĭ Markovich
- Kobzarev, Igorʹ Yurʹevich
- Kontsevich, Maxim
- Kostrikin, Alekseĭ Ivanovich
- Kulikov, Viktor Stepanovich
- Kupershmidt, Boris A.
- Lebedev, Dimitri R.
- Losev, Andrei S.
- Marcolli, Matilde
- Moishezon, Boris Gershevich
- Novikov, Sergeĭ Petrovich
- Panchishkin, Alexei A.
- Penkov, Ivan B.
- Schechtman, Vadim V.
- Schwarz, Albert S.
- Shafarevich, Igorʹ Rostislavovich
- Smirnov, Maxim
- Tschinkel, Yuri
- Tsfasman, Mikhail Anatolievich
- Tyurin, Andreĭ Nikolaevich
- Tyurina, G. N.
- Vaĭnberg, Yu. R.1
- Voronov, Alexander A.
- Zagier, Don Bernard
- Zhizhchenko, A. B.
Publications (by number in area)
- Algebraic geometry
- Algebraic topology
- Associative rings and algebras
- Astronomy and astrophysics
- Biology and other natural sciences
- Category theory; homological algebra
- Commutative rings and algebras
- Computer science
- Differential geometry
- Field theory and polynomials
- Functional analysis
- General
- Global analysis, analysis on manifolds
- Group theory and generalizations
- History and biography
- Information and communication, circuits
- Linear and multilinear algebra; matrix theory
- Logic and foundations
- Mathematical logic and foundations
- Nonassociative rings and algebras
- Number Theory
- Number theory
- Order, lattices, ordered algebraic structures
- Partial differential equations
- Quantum theory
- Relativity and gravitational theory
- Several complex variables and analytic spaces