Persymmetric determinants 3:a basic determinant
Persymmetric determinants 3:a basic determinant
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偏对称行列式 3：基本行列式
DOI：
10.1080/03081088208817456
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发表时间：
1982
影响因子：
1.1
通讯作者：
P. R. Vein
中科院分区：
文献类型：
--
作者：
P. R. Vein
本文的目的是列出并证明行列式K =∥kij∥n及其对h有明显限制的余子的若干性质。这个行列式在过去一直是一些简短注释的主题，但它的重要性最近在两篇关于相对论引力场的论文中得到了加强。因此，在列出的30个公式和恒等式中，有些是众所周知的，但相当多的是新的。
The object of this paper is to list and prove a number of properties of the determinant K = ∥kij ∥n and its cofactors where with obvious restrictions on h. This determinant has been the subject of a number of short notes in the past but its importance has recently been enhanced by appearing in two papers on relativistic gravitational fields. Some of the 30 formulae and identities which are listed are therefore well-known but a significant number are new.