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102

COMBINATORICS
2004

112views more COMBINATORICS 2004»

A Bijective Proof of Borchardt's Identity

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A Bijective Proof of Borchardt's Identity

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We prove Borchardt's identity det 1 xi - yj per 1 xi - yj = det 1 (xi - yj)2 by means of sign-reversing involutions.

Dan Singer

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Added	17 Dec 2010
Updated	17 Dec 2010
Type	Journal
Year	2004
Where	COMBINATORICS
Authors	Dan Singer

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