Spins and charges in Grassmann space and Kähler spinors in space of differential forms

One of us got spins and charges of not only scalars and vectors but also of spinors out of fields, which are antisymmetric tensor fields. Kahler got spins of spinors out of differential forms, which again are antisymmetric tensor fields. Using our simple Grassmann formulation of spins and charges of...

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Detalles Bibliográficos
Autores principales: Borstnik, Norma Mankoc, Nielsen, Holger Bech
Lenguaje:eng
Publicado: 1999
Materias:
Particle Physics - Theory
Acceso en línea:http://cds.cern.ch/record/401386
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author Borstnik, Norma Mankoc
Nielsen, Holger Bech
author_facet Borstnik, Norma Mankoc
Nielsen, Holger Bech
author_sort Borstnik, Norma Mankoc
collection CERN
description One of us got spins and charges of not only scalars and vectors but also of spinors out of fields, which are antisymmetric tensor fields. Kahler got spins of spinors out of differential forms, which again are antisymmetric tensor fields. Using our simple Grassmann formulation of spins and charges of either spinors or vectors and comparing it to the Dirac-Kahler formulation of spinors, we generalize the Dirac-Kahler approach to vector internal degrees of freedom and to charges of either spinors or vectors and tenzors and point out how at all spinors can appear in both approaches.
id cern-401386
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 1999
record_format invenio
spelling cern-4013862023-03-14T19:54:42Zhttp://cds.cern.ch/record/401386engBorstnik, Norma MankocNielsen, Holger BechSpins and charges in Grassmann space and Kähler spinors in space of differential formsParticle Physics - TheoryOne of us got spins and charges of not only scalars and vectors but also of spinors out of fields, which are antisymmetric tensor fields. Kahler got spins of spinors out of differential forms, which again are antisymmetric tensor fields. Using our simple Grassmann formulation of spins and charges of either spinors or vectors and comparing it to the Dirac-Kahler formulation of spinors, we generalize the Dirac-Kahler approach to vector internal degrees of freedom and to charges of either spinors or vectors and tenzors and point out how at all spinors can appear in both approaches.One of us got spins and charges of not only scalars and vectors but also of spinors out of fields, which are antisymmetric tensor fields. Kahler got spins of spinors out of differential forms, which again are antisymmetric tensor fields. Using our simple Grassmann formulation of spins and charges of either spinors or vectors and comparing it to the Dirac-Kahler formulation of spinors, we generalize the Dirac-Kahler approach to vector internal degrees of freedom and to charges of either spinors or vectors and tenzors and point out how at all spinors can appear in both approaches.hep-th/9909169IJS-TP-99-17NBI-HE-99-35CERN-TH-99-288CERN-TH-99-288IJS-TP-99-17NBI-HE-99-35oai:cds.cern.ch:4013861999-09-24
spellingShingle Particle Physics - Theory
Borstnik, Norma Mankoc
Nielsen, Holger Bech
Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title_full Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title_fullStr Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title_full_unstemmed Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title_short Spins and charges in Grassmann space and Kähler spinors in space of differential forms
title_sort spins and charges in grassmann space and kähler spinors in space of differential forms
topic Particle Physics - Theory
url http://cds.cern.ch/record/401386
work_keys_str_mv AT borstniknormamankoc spinsandchargesingrassmannspaceandkahlerspinorsinspaceofdifferentialforms
AT nielsenholgerbech spinsandchargesingrassmannspaceandkahlerspinorsinspaceofdifferentialforms

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