Diophantus

3rd century Alexandrian Greek mathematician

  • Fame60.0
  • Momentum0.0
  • Egypt rank#183
Source-basedFalling
  • Fame60.0
  • Momentum0.0
  • Egypt rank#183
  • Wikipedia8.2K
Lived 200–284, aged 84Egypt
  • Wikipedia
    73 languages
    Cross-language footprint
  • Rank in Egypt
    #183
    Academics
  • Era
    200–284
    Aged 84
Summary
Updated 2026-06-08

An Alexandrian mathematician whose margin note became the most famous tease in math history — not his own note, but Fermat's, scribbled in a 1621 edition of his work claiming a proof "too large for this margin." The equations he left behind now anchor entire branches of number theory.

Biography

About

Diophantus of Alexandria flourished around 250 CE and authored the Arithmetica in thirteen books, ten still extant, working through arithmetical problems solved by algebraic equations. Lagrange later called him "the inventor of algebra"; his methods became standard in Neoplatonic schools of late antiquity, then shaped medieval Arabic algebra after a 9th-century translation carried his concepts and procedures east. The 1621 Bachet edition found unexpected immortality when Pierre de Fermat annotated his copy with the Last Theorem in the margin. His legacy now extends beyond that famous marginal…

Voice

In their own words

Sourced, dated quotes from Diophantus

Diophantus
saidundated
If we arrive at an equation containing on each side the same term but with different coefficients, we must take equals from equals until we get one term equal to another term.
As quoted by Thomas Little Heath, Diophantos of Alexandria: A Study in the History of Greek Algebra (1885)
Diophantus
saidundated
Between the time of Regiomontanus and that of Rafael Bombelli Diophantos was once more forgotten, or rather unknown.
Sir Thomas Little Heath
Diophantus
saidundated
The solution of the higher indeterminates depends almost entirely on very favourable numerical conditions and his methods are defective.
James Gow
Diophantus
saidundated
Sometimes... Diophantus solves a problem wholly or in part by synthesis.
James Gow
Diophantus
saidundated
Though the defects in Diophantus' proofs are in general due to the limitation of his symbolism, it is not so always.
James Gow
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By the numbers

Score breakdown

The six component signals behind the Fame score, and their ranks across the leaderboards.

Fame
Falling
60.0
Composite of search demand, mentions, audience & graph footprint.
Score components
Historical24.3
Now attention5.9
Source confidence60.0
Completeness70.0
Global rank
Country rank
#183
Category rank
Receipts

Sources

  • Wikidata
    wikidata · wikidata.org
    High confidence
  • Wikipedia
    wikipedia · en.wikipedia.org
    High confidence
  • Pantheon 2.0
    database · pantheon.world
    High confidence