Supertwistor realization of SU(2,2/1)
Por:
Luehr C.P., Rosenbaum M.
Publicada:
1 ene 1985
Resumen:
A space of supertwistors is introduced as a graded vector space by starting with ordinary twistor space multiplied with even Grassmann coefficients and combining it by an othogonal direct sum with a one-dimensional space multiplied with odd Grassmann coefficients. A treatment of the algebraic properties of supertwistor space and of Grassmann-linear transformations on this space leads to a systematic procedure for deriving the structure equations for the graded Lie algebra su(2,2/1). © 1985 American Institute of Physics.
Filiaciones:
Luehr C.P.:
Centro de Estudios Nucleares, Universidad Nacional Autónoma de México, Circuito Exterior, C. U., 04510 México, D. F., Mexico
Rosenbaum M.:
Centro de Estudios Nucleares, Universidad Nacional Autónoma de México, Circuito Exterior, C. U., 04510 México, D. F., Mexico
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