Explicit Construction of the Exceptional Superalgebras F(4) and (3)
Oct, 198146 pages
Published in:
- J.Math.Phys. 23 (1982) 1953
DOI:
Report number:
- ITP-SB-81-16
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Abstract: (AIP)
A general method for constructing the extension of an ordinary Lie algebraA0 to a superalgebra A0⊕A1 is given, once one knows in which representation of A0 the odd generators A1 are. Explicit matrix representations for the superalgebras F(4) and G(3), and for ordinary algebrasE 8, F 4, and G 2 are presented.- ALGEBRA: LIE
- SUPERSYMMETRY
- GAUGE FIELD THEORY: group: exceptional
- GROUP THEORY: REPRESENTATION
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