Ivor Grattan-Guinness

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Ivor Grattan-Guinness (born 23 June 1941) is an English historian of mathematics and logic.

Contents

Sourced [edit]

  • Mathematics occupies a peculiar position in cultural life today. 'Everybody knows' that it is one of the most basic, and also ancient, types of knowledge; yet it is not part of normal cultural discourse, and few people know much about its historical development, or even that it has a history.
    • Companion Encyclopedia of the History and Philosophy of the Mathematical Sciences, Volume 1, page 3, 2003
  • Non-Newtonian calculi... have considerable potential as alternative approaches to traditional problems.
    • "Non-Newtonian Calculus," Middlesex Math Notes (Middlesex University, England), 1977

The Rainbow of Mathematics: A History of the Mathematical Sciences (2000) [edit]

  • From the 3rd century onwards, orthodox Christianity, based on a Hebrew story and worshipping the Jew Jesus, also led many campaigns of anti-Semitism.
    • p. 127
  • It [ non-Euclidean geometry ] would be ranked among the most famous achievements of the entire [nineteenth] century, but up to 1860 the interest was rather slight.
    • p. 400
  • In addition, the teaching of theories from axioms, or some close imitation of them such as the basic laws of an algebra, is usually an educational disaster.
    • p. 739
  • The teaching of axioms should come after conveying the theory in a looser version.
    • p. 740

Quotes about Ivor Grattan-Guinness [edit]

  • Grattan-Guinness has achieved a synthesis here of remarkable historical and mathematical scope and sensitivity. His book is a 'must read' for historians of science and mathematics, as well as mathematicians.
    • From Karen Hunger Parshall's review of The Rainbow of Mathematics (2000)
  • Grattan-Guiness's uniformly interesting and valuable account of the interwoven development of logic and related fields of mathematics . . . between 1870 and 1940 presents a significantly revised analysis of the history of the period. . . . [His] book is important because it supplies what has been lacking: a full account of the period from a primary mathematical perspective.
    • From James W. Van Evra's review in Isis of The Search for Mathematical Roots 1870-1940

External links [edit]

Wikipedia
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  • Encomium at Mathematical Sciences Foundation.