Suslin forms and the Hodge star operator

Jose, Selby ; Rao, Ravi A. (2014) Suslin forms and the Hodge star operator Linear Algebra and its Applications, 452 . pp. 328-344. ISSN 0024-3795

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We show that the Suslin forms are themselves a product of Suslin matrices (over the integers) and that their corresponding linear transformation is the Hodge star operator. The Fossum–Foxby–Iversen theory of acyclic complexes, as developed by Suslin, plays a vital role in this analysis.

Item Type:Article
Source:Copyright of this article belongs to Elsevier Science.
Keywords:Unimodular Row; Relative Unimodular Row; Affine Algebra; Group Structure; Relative Orbit Space; Nice Group Structure
ID Code:107118
Deposited On:26 Dec 2017 11:21
Last Modified:26 Dec 2017 11:21

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