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The staff of the laboratory works on several subjects.
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A.N. Andrianov, N.V. Proskurin and O.M. Fomenko study the arithmetic of
quadratic forms, related modular forms and zeta-functions.
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S. A. Evdokimov develops methods of algebraic combinatorics.
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V.V. Ishchanov and B.B. Lurje deal with the inverse Galois problem.
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The work of B.B. Venkov is concentrated on the theory of extremal
lattices in Euclidian spaces.
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N.V. Durov and A.L. Smirnov develop a theory of generalized rings
and work on its applications to number theory.
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Scientific activity of I.A. Panin, A.A. Suslin and of S.A. Yagunov
is related to motivic cohomology theories of algebraic varieties and,
in particular, to K-theory.
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