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Titlebook: Clifford Algebras and Spinor Structures; A Special Volume Ded Rafał Ablamowicz,Pertti Lounesto Book 1995 Springer Science+Business Media Do

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Dirac’s Field Operator Ψat we started earlier but never finished. This somewhat sober contribution requires close comparisons with related equations appearing in a previous work by the authors. The purpose is to interpret the quantum field operator Ψ(.) appearing in the Dirac theory as a tensor product valued function on s
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Spinor Fields and Superfields as Equivalence Classes of Exterior Algebra Fieldsrumeyrolle’s amorphic spinors (ideal sections of a Clifford algebra bundle) and also Dirac-Kähler spinors (sections of a Clifford algebra bundle) which cannot be used in physical theories of spinning matter.
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Corporate Responsibility And Punishment,mation is applied to extract the observables from Crumeyrolle’s spinors in such a way that they coincide with the bilinear covariants of standard column spinors, like those in Bjorken & Drell..In short, this article solves a problem related to Crumeyrolle’s spinors and throws light on Crumeyrolle’s baffling question: ‘What is a bivector?’
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les summarizing Crumeyrolle‘s own work in differential geometry, general relativity and spinors, articles which give the reader an idea of the depth and breadth of Crumeyrolle‘s research interests and influence in the field, articles of high scientific quality which would be of general interest. In
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