Document Zbl 1022.15035

The dual of the principal ideal generated by a pure \(p\)-form. (English) Zbl 1022.15035

J. Algebra 252, No. 1, 20-21 (2002).

Introducing the notion of pure \(p\)-forms, the author shows how the method developed by him [ibid. 183, 24-37 (1996; Zbl 0853.15030)] generalizes to pure \(p\)-forms. The corresponding ideal and its dual are given. The paper needs notion and knowledge of the earlier paper [loc. cit.].

Reviewer: B.Fauser (Tübingen)

MSC:

15A75

Exterior algebra, Grassmann algebras

Keywords:

exterior algebra; Grassmann algebra; pure \(p\)-form; ideals; duality; annihilators; factorization

Citations:

Zbl 0853.15030

Cite Review PDF

Full Text: DOI

References:

[1]	Dibag, I., Duality for ideals in the Grassmann algebra, J. Algebra, 183, 24-37 (1996) · Zbl 0853.15030

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