V2EX diophantus

Diophantus

定义 Definition

丢番图(Diophantus):古希腊数学家(约公元3世纪,常被认为活跃于亚历山大里亚),以研究整数方程著称,被许多人称为“代数学之父”之一;其名字也常用来指与“丢番图方程(Diophantine equations)”相关的数学内容。

发音 Pronunciation (IPA)

/da.ofn.ts/

例句 Examples

Diophantus was an ancient Greek mathematician.
丢番图是一位古希腊数学家。

Diophantus’s work inspired later mathematicians to study integer solutions to equations, a tradition that eventually connects to problems like Fermat’s Last Theorem.
丢番图的著作启发了后来的数学家研究方程的整数解,这一传统后来也与费马大定理等问题产生联系。

词源 Etymology

“Diophantus”源自希腊语名字 **Διφαντο (Dióphantos)**,一般被解释为由与宙斯相关的词根(Dio-)和表示“显现、显露”的成分组合而成,含义可理解为“宙斯所显现的/显赫的”。在英文中它主要作为人名出现,并衍生出形容词 Diophantine(丢番图的;关于整数解的)

相关词 Related Words

文学与著作中的出现 Literary Works

  • Arithmetica(《算术》/《丢番图算术》):丢番图的代表作,许多“丢番图问题/方程”传统由此发展。
  • Simon Singh, Fermat’s Last Theorem(《费马大定理》):介绍费马与数论史时多次提及丢番图与丢番图方程。
  • E. T. Bell, Men of Mathematics(《数学英才列传》):在数学史叙述中提到丢番图对代数与数论的影响。
  • G. H. Hardy, A Mathematician’s Apology(《一个数学家的辩白》):涉及数论与数学传统时常提及经典人物与思想背景(包括丢番图相关传统)。
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