ON THE SOME PARTICULAR SETS

Abstract

For t an integer, a Pt set is defined as a set of m positive integers with the property that the product of its any two distinct element increased by t is a perfect square integer. In this study, the certain special P-5, P+5, P-7 and P+7 sets with size three are considered. It is demonstrated that they cannot be extended to P-5, P+5, P-7 and P+7 with size four. Also, some properties of them are proved.

Authors and Affiliations

Özen ÖZER

Keywords

Related Articles

TERMOLÜMİNESANS DOZİMETRELER İLE DOZ DAĞILIMLARININ İNCELENMESİ

İyonlaştırıcı radyasyon uzun süredir kanser tedavisinde kullanılmaktadır. Radyoterapi, radyasyon tedavisi veya radyasyon onkolojisi olarak da ifade edilen kanser tedavisinde kullanılan temel yöntemlerden biridir. Termolü...

İSTANBUL DOĞU YAKASI MAGMATİK KAYAÇLARININ AYRIŞMASI VE AYRIŞMANIN JEOLOJİK, PETROGRAFİK-MİNERALOJİK İZLERİ

Çalışma alanı stratigrafisi Kretase yaşlı bazalt ve bazaltik andezitler ile başlayıp bu kayaçların ayrışması ile oluşan ürünler ile devam eder. Bu istif üzerinde İstanbul’un güneyindeki kayaçların ayrışma ürünü kumlar ye...

A Note on Special Curves In E14

This article has consisted of a part of doctorate thesis by Süha Yılmaz [7]. Firstly, Frenet formulas are given in 4 E1 . Later, characterizations of regular and inclined curves are studied in 4 E1 . It has been given th...

SYNTHESIS, CHARACTERIZATION AND SPECTROSCOPIC PROPERTIES OF PHTHALOCYANINES BEARING UMBELLIFERONE MOIETIES

The preparing and structure determination of new phthalonitrile complex bearing umbelliferone substituent and its phthalocyanine derivatives [M=metal-free, zinc(II), cobalt (II), copper (II)] were made. The...

ON THE SOME PARTICULAR SETS

For t an integer, a Pt set is defined as a set of m positive integers with the property that the product of its any two distinct element increased by t is a perfect square integer. In this study, the certa...

Download PDF file
  • EP ID EP269945
  • DOI -
  • Views 80
  • Downloads 0

How To Cite

Özen ÖZER (2016). ON THE SOME PARTICULAR SETS. Kırklareli Üniversitesi Mühendislik ve Fen Bilimleri Dergisi, 2(2), 99-108. https://europub.co.uk./articles/-A-269945