Yang Mills fields and symmetry breaking: From Lie super-algebras to non commutative geometry

Coquereaux, Robert

doi:10.1007/978-94-011-2801-8_10

Book chapter

English

Yang Mills fields and symmetry breaking: From Lie super-algebras to non commutative geometry

ContributorsCoquereaux, Robert

Published inGroups and Related Topics

PublisherSpringer

Collection

Mathematical Physics Studies; 13

Publication date1992

Abstract

We describe a fonnalism using both ideas of non commutative geometry and of Lie super-algebras to describe the geometry of Yang Mills fields and symmetry breaking.

Keywords

Standard Model
Higgs fields
Lie Superalgebras
Non commutative geometry

Affiliation entities

Not a UNIGE publication

Citation (ISO format)

COQUEREAUX, Robert. Yang Mills fields and symmetry breaking: From Lie super-algebras to non commutative geometry. In: Groups and Related Topics. [s.l.] : Springer, 1992. (Mathematical Physics Studies) doi: 10.1007/978-94-011-2801-8_10

Book chapter (Published version)

Identifiers

PID : unige:91483
DOI : 10.1007/978-94-011-2801-8_10

Additional URL for this publicationhttp://www.springerlink.com/index/10.1007/978-94-011-2801-8_10

ISBN978-94-010-5244-3

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Update time15/03/2023 01:20:08

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Yang Mills fields and symmetry breaking: From Lie super-algebras to non commutative geometry

We describe a fonnalism using both ideas of non commutative geometry and of Lie super-algebras to describe the geometry of Yang Mills fields and symmetry breaking.

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