Free algebrae and alternative definitions of the Hessenberg operations in the ordinal numbers
Abstract
It is proved and is given, in this paper, two alternative algebraic definitions of the Hessenberg natural numbers in the ordinal numbers:
a) by definition with transfinite induction and two inductive rules ,
b) by the free algebras of the polynomial symbols of the commutative semirings with
unit .
Domains
Mathematics [math]
Origin : Files produced by the author(s)