# ISODECIMAL NUMBERS

Risultato della ricerca: Article

### Abstract

The aim of this paper is to investigate pairs of real numbers of the type $(x,\frac{1}{x}),$ \ $(x,\frac{a}{x})$ and $(x,x^{2}),$ where the first component is a real number $x\neq0$ and the fractional parts of the coordinates are equal. We call such numbers \textit{isodecimal}.
Lingua originale English 341-347 7 THE FIBONACCI QUARTERLY 44 Published - 2006

Fractional Parts

### All Science Journal Classification (ASJC) codes

• Algebra and Number Theory

### Cita questo

In: THE FIBONACCI QUARTERLY, Vol. 44, 2006, pag. 341-347.

Risultato della ricerca: Article

Maniscalco, C 2006, 'ISODECIMAL NUMBERS', THE FIBONACCI QUARTERLY, vol. 44, pagg. 341-347.
Maniscalco, Caterina. / ISODECIMAL NUMBERS. In: THE FIBONACCI QUARTERLY. 2006 ; Vol. 44. pagg. 341-347.
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abstract = "The aim of this paper is to investigate pairs of real numbers of the type $(x,\frac{1}{x}),$ \ $(x,\frac{a}{x})$ and $(x,x^{2}),$ where the first component is a real number $x\neq0$ and the fractional parts of the coordinates are equal. We call such numbers \textit{isodecimal}.",
author = "Caterina Maniscalco",
year = "2006",
language = "English",
volume = "44",
pages = "341--347",
journal = "Fibonacci Quarterly",
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AU - Maniscalco, Caterina

PY - 2006

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N2 - The aim of this paper is to investigate pairs of real numbers of the type $(x,\frac{1}{x}),$ \ $(x,\frac{a}{x})$ and $(x,x^{2}),$ where the first component is a real number $x\neq0$ and the fractional parts of the coordinates are equal. We call such numbers \textit{isodecimal}.

AB - The aim of this paper is to investigate pairs of real numbers of the type $(x,\frac{1}{x}),$ \ $(x,\frac{a}{x})$ and $(x,x^{2}),$ where the first component is a real number $x\neq0$ and the fractional parts of the coordinates are equal. We call such numbers \textit{isodecimal}.

UR - http://hdl.handle.net/10447/17324

UR - https://www.fq.math.ca/Papers1/44-4/quartmaniscalco04_2006.pdf

M3 - Article

VL - 44

SP - 341

EP - 347

JO - Fibonacci Quarterly

JF - Fibonacci Quarterly

SN - 0015-0517

ER -