Abstract
A formalism of geometric quantization recently introduced which is based on the consideration of Lie groups which are central extensions by U(1) is applied to the relativistic case by using the N-2 super Poincaré group with a central charge.
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References
V.Aldaya and J.A.de Azcarraga, J.Math.Phys. 23 1297 (1982). See also
V.Aldaya and J.A.de Azcarraga, Lett.NuovoCim,33, 341 (1982)
V.Aldaya, J.A.de Azcarraga and K.B.Wolf, Physics 114A, 468 (1982)
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For the Cartan calculus with anticommuting variables see. e.g. R.Hermann, Quantum and Fermion Differential Geometry, Interdisciplinary Mathematics vol.XVI, Math.Sci.Press, Ma. 1977.
For general reviews on supersymmetry and on Salam-Strathdee super-space see, e.g., P.Fayet anf S.Ferrara, Phys.Rep. 32C, 249 (1977) and A.Salam and J.Strathdee, Forts. der Phys. 26, 77 (1978).
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Aldaya, V., de Azcárraga, J.A. (1983). Relativistic wave equations from supergroup quantization. In: Serdaroğlu, M., Ínönü, E. (eds) Group Theoretical Methods in Physics. Lecture Notes in Physics, vol 180. Springer, Berlin, Heidelberg. https://doi.org/10.1007/3-540-12291-5_30
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DOI: https://doi.org/10.1007/3-540-12291-5_30
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