A Monoidal Interval of Clones of Selfdual Functions

Let A be a 2p-element set, p prime, and let be a fixed point-free permutation on A of order p. We study the interval of clones C on A such that C consists of functions that are selfdual with respect to and C contains all unary functions with this property.

• Type: Journal
• Year: 2006
• Where: JALC
• Authors: Andrei A. Krokhin, Ivo G. Rosenberg
• Keywords: Clones, Fixed Point-free Permutation, JALC 2006