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Absolutely Symmetric Trees and Complexity of Natural Number by Kochkarev, B. S. is a scholarly article available to read on EtoBox.

What is Absolutely Symmetric Trees and Complexity of Natural Number about?

We consider the rooted trees which not have isomorphic representation and introduce a conception of complexity a natural number also. The connection between quantity such trees with $n$ edges and a complexity of natural number $n$ is established. The recurrent ratio for complexity of a natural number is founded. An expression for calculation of difference complexities of two adjacent natural numbers is constructed. It is proved that this difference equal 1 if and only if a natural number is simple. From proved theorems it follows corollaries.

Author

Kochkarev, B. S.

Published

2012

Language

EN