A Note on Smarandache Number Related Triangles (Report) A Note on Smarandache Number Related Triangles (Report)

A Note on Smarandache Number Related Triangles (Report‪)‬

Scientia Magna 2010, Jan, 6, 1

Scientia Magna
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    • 2,99 €

Publisher Description

[section]1. Introduction The pseudo Smarandache function, denoted by Z(n), has been introduced by Kashihara [1]. Since then, the pseudo Smarandache function has seen several generalizations in different directions. One such generalization is the concept of the pseudo Smarandache related triangles, proposed by Ashbacher [2]. Actually, the idea of the Smarandache related triangles was introduced by Sastry [3], and Ashcacher [2] extended the idea to include the pseudo Smarandache function as well. The formal definitions of the pseudo Smarandache function, Smarandache function, and the Smarandache number related triangles are given below.

GENRE
Business & Personal Finance
RELEASED
2010
1 January
LANGUAGE
EN
English
LENGTH
12
Pages
PUBLISHER
American Research Press
PROVIDER INFO
The Gale Group, Inc., a Delaware corporation and an affiliate of Cengage Learning, Inc.
SIZE
236.8
KB

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