Diophantine equation

Noun

 * 1)  A polynomial equation whose variables are only permitted to assume integer values.
 * 2) * 1993, Ross Talent, Alf van der Poorten (translation editors), Vladimir G. Sprindžuk, Classical Diophantine Equations, Springer, 1559, page viii,
 * Nevertheless, the fundamental idea of Skolem's method, the reduction of algebraic diophantine equations to exponential equations, has shown exceptional vitality in recent episodes of the theory of diophantine equations.
 * 1) * 2020, Hasan Sankari, Mohammad Abobala, Neutrosophic Linear Diophantine Equations With Two Variables, in Neutrosophic Sets and Systems, Volume 38,, page 402,
 * The following theorem determines the criteria for the solvability of [a] neutrosophic linear Diophantine equation.
 * The following theorem determines the criteria for the solvability of [a] neutrosophic linear Diophantine equation.

Hyponyms

 * Pell’s equation

Translations

 * Catalan: equació diofàntica
 * Chinese:
 * Cantonese: 丟番圖方程
 * Mandarin: 丟番圖方程
 * Finnish: Diofantoksen yhtälö
 * French: équation diophantienne
 * German: diophantische Gleichung
 * Hungarian: diophantoszi egyenlet
 * Italian: equazione diofantea, equazione diofantina
 * Japanese: ディオファントス方程式
 * Portuguese: equação diofantina
 * Romanian: ecuație diofantică
 * Russian: диафа́нтово уравне́ние
 * Spanish: ecuación diofántica, ecuación diofantina
 * Swedish: