Binary Tree Arithmetic with Generalized Constructors
Published in arXiv (Cornell University) • Jan 1, 2013
NobleIDNI8P19W49R32S35
Authors:
Paul Tarau
Abstract
We describe arithmetic computations in terms of operations on some well known free algebras (S1S, S2S and ordered rooted binary trees) while emphasizing the common structure present in all them when seen as isomorphic with the set of natural numbers. Constructors and deconstructors seen through an i...
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