John Wallis

English mathematician (*1616 – †1703)

  • Fame53.7
  • Momentum0.0
  • Wikipedia4.4K
Source-basedStable
Lived 1616–1703, aged 87
AcademicsAcademic
  • Wikipedia
    48 languages
    Cross-language footprint
  • Era
    1616–1703
    Aged 87
Summary
Updated 2026-06-11

He gave infinity its symbol—∞—and cracked codes for Parliament while laying groundwork for calculus a generation before Newton walked in.

Biography

About

John Wallis was an English clergyman and mathematician born 3 December 1616. Between 1643 and 1689 he served as chief cryptographer for Parliament and later the royal court, reading encrypted messages while advancing pure mathematics in parallel. He extended Cavalieri's method of indivisibles through interpolation and applied Kepler's principle of continuity to develop techniques for evaluating integrals—steps that edged toward the calculus Newton would formalize. He introduced ∞ to represent infinity and 1/∞ for the infinitesimal, symbols that stuck. He died 8 November 1703, recognized as one…

Voice

In their own words

Sourced, dated quotes from John Wallis

John Wallis
said
Let as many Numbers, as you please, be proposed to be Combined: Suppose Five, which we will call a b c d e. Put, in so many Lines, Numbers, in duple proportion, beginning with 1.
Ch.I Of the variety of Elections, or Choice, in taking or leaving One or more, out of a certain Number of things proposed.
John Wallis
said
Suppose we a certain Number of things exposed, different each from other, as a, b, c, d, e, &c. The question is, how many ways the order of these may be varied?
Ch.II Of Alternations, or the different Change of Order, in any Number of Things proposed.
John Wallis
said
You may find this work (if I judge rightly) quite new. For I see no reason why I should not proclaim it; nor do I believe that others will take it wrongly.
Translation via Jacqueline A. Stedal, The Arithmetic of Infinitesimals: John Wallis 1656 (2004) unless otherwise indicated
John Wallis
said
This method of mine takes its beginnings where Cavalieri ends his Method of indivisibles.
Translation via Jacqueline A. Stedal, The Arithmetic of Infinitesimals: John Wallis 1656 (2004) unless otherwise indicated
John Wallis
said
I came across the mathematical writings of Torricelli... which... I read in... 1651... where... he expounds the geometry of indivisibles of Cavalieri.
Translation via Jacqueline A. Stedal, The Arithmetic of Infinitesimals: John Wallis 1656 (2004) unless otherwise indicated
Where to find them

Platforms

No platforms connected yet.

By the numbers

Score breakdown

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

Fame
Stable
53.7
Composite of search demand, mentions, audience & graph footprint.
Score components
Historical23.3
Source confidence60.0
Completeness60.0
Global rank
Country rank
Category rank
Receipts

Sources

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