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AbstractAbstract
[en] A description of invariant symmetric forms, using simple finite-dimensional Lie superalgebras, is provided. Only external automorphisms play the role in the construction of graded Lie algebra. Nonisomorphous Lie superalgebras are constructed according to automorphisms, taken in the modulus of connecting component of automorphism group unit. Central expansions of simple Lie superalgebras, called Kac-Moody algebras, are described. Non-zero oblique symmetrical invariant forms are given
Original Title
Superalgebry Katsa-Mudi
Primary Subject
Source
AN SSSR, Moscow. Fizicheskij Inst; p. 274-279; 1983; p. 274-279; 2. International seminar Group theoretical methods in physics; Zvenigorod (USSR); 24-26 Nov 1982
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Miscellaneous
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