Dimension independence in exterior algebra.
收藏PubMed Central1995-03-14 更新2026-05-16 收录
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https://pmc.ncbi.nlm.nih.gov/articles/PMC42475/
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资源简介：
The identities between homogeneous expressions in rank 1 vectors and rank n - 1 covectors in a Grassmann-Cayley algebra of rank n, in which one set occurs multilinearly, are shown to represent a set of dimension-independent identities. The theorem yields an infinite set of nontrivial geometric identities from a given identity.
提供机构：
National Academy of Sciences
创建时间：
1995-03-14
