A Generalization of Cauchy' s Double Alternant
Open Access
- 1 June 1964
- journal article
- Published by Canadian Mathematical Society in Canadian Mathematical Bulletin
- Vol. 7 (2) , 273-278
- https://doi.org/10.4153/cmb-1964-025-8
Abstract
The subject of alternants and alternating functions was widely studied during the last century (cf. Muir [6]). One of the best-known alternants is actually a double alternant (rows and columns) defined by Cauchy [2] in 1841. Cauchy's result may be stated as follows:If D = [dpq] p, q = l, …, n, where dpq = (xp+yq)-1, then 1 .Keywords
This publication has 1 reference indexed in Scilit:
- Eine Bemerkung zur zweiten Methode von LJAPUNOVMathematische Nachrichten, 1955