Small Latin Squares, Quasigroups and Loops Brendan D. McKay∗

First Page		Document Content
Date: 2005-11-09 21:39:49 Geometry Symbol Isotopy of loops Latin square Permutation Quasigroup Projective plane Orbifold Holomorphic functional calculus Nonassociative algebra Mathematics Abstract algebra		Small Latin Squares, Quasigroups and Loops Brendan D. McKay∗ Add to Reading List Source URL: cs.anu.edu.au Download Document from Source Website File Size: 298,77 KB Share Document on Facebook

	Innovations in permutation-based crypto Joan Daemen1,2 based on joint work with Guido Bertoni3 , Seth Hoffert, Michaël Peeters1 , Gilles Van Assche1 and Ronny Van Keer1 DocID: 1vpk0 - View Document
	A so ware interface for K In this note, we propose an interface to K at the level of the sponge and duplex constructions, and inside K at the level of the K - f permutation. The purpose is twofold. DocID: 1vlQi - View Document
	Juxtaposing Catalan permutation classes with monotone ones R. Brignall∗ J. Sliaˇcan∗ DocID: 1vdyZ - View Document
	Exponential Sums and Permutation Polynomials Ramachandra’s birthday Exponential Sums and DocID: 1vc68 - View Document
	Farfalle and Kravatte Parallel permutation-based cryptography Guido Bertoni1 Joan Daemen1,2 Michaël Peeters1 Gilles Van Assche1 Ronny Van Keer1 1 STMicroelectronics DocID: 1v8QE - View Document