ON THE DIOPHANTINE EQUATION x(2)+2(a) . 11(b) = y(n)

Journal article

Peer reviewed

Ismail Naci Cangul, Musa Demirci, Florian Luca, Akos Pinter and Gokhan Soydan

The Fibonacci quarterly, Vol.48(1), pp.39-46

01/02/2010

Abstract

Mathematics

Physical Sciences

Science & Technology

In this note, we resolve the Diophantine equation x(2)+2(a) . 11(b) = y(n) with coprime positive integers x, y and positive integers n >= 3.

1 Record Views

Title: ON THE DIOPHANTINE EQUATION x(2)+2(a) . 11(b) = y(n)
Creators - without role: Ismail Naci Cangul - Uludağ University
Musa Demirci - Uludağ University
Florian Luca - Univ Nacl Autonoma Mexico, Math Inst, Morelia 58089, Michoacan, Mexico
Akos Pinter - University of Debrecen
Gokhan Soydan - Uludağ University
Publication Details: The Fibonacci quarterly, Vol.48(1), pp.39-46
Publisher: Fibonacci Assoc
Number of pages: 8
Grant note: Janos Bolyai Fellowship; Hungarian Academy of Sciences F-2006/40; F-2008/31 / research fund of Uludag University; Uludag University T67580; K75566 / HNFSR
Identifiers: 9937451908331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article