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The papers in this volume were written by members of the seminar on representation theory at Moscow University, which has been running continuously since 1961. Among the topics included are representation theory of ""large"" groups and dual objects for certain real reductive Lie groups.

A collection of articles that shows how idempotent analysis plays a unifying role in many branches of mathematics related to external phenomena and structures-a role similar to that played by functional analysis in mathematical physics, or numerical methods in partial differential equations.