George Peacock (1791–1858) Scottish mathematician
Vol. I: Arithmetical Algebra Preface, p. vi-vii
A Treatise on Algebra (1842)
Part 1, sect. 48.
Theory of Numbers, 1892
George Peacock (1791–1858) Scottish mathematician
Vol. I: Arithmetical Algebra Preface, p. vi-vii
A Treatise on Algebra (1842)
George Peacock (1791–1858) Scottish mathematician
Vol. I: Arithmetical Algebra Preface, p. iii
A Treatise on Algebra (1842)
Jean-Pierre Serre (1926) French mathematician
An Interview with Jean-Pierre Serre - Singapore Mathematical Society https://sms.math.nus.edu.sg/smsmedley/Vol-13-1/An%20interview%20with%20Jean-Pierre%20Serre(CT%20Chong%20&%20YK%20Leong).pdf
George Holmes Howison (1834–1916) American philosopher
Journal of Speculative Philosophy, Vol. 5, p. 175. Reported in: Memorabilia mathematica or, The philomath's quotation-book, by Robert Edouard Moritz. Published 1914
Journals
Ivor Grattan-Guinness (1941–2014) Historian of mathematics and logic
Source: The Rainbow of Mathematics: A History of the Mathematical Sciences (2000), p. 739.
Benjamin Peirce (1809–1880) American mathematician
On the Uses and Transformations of Linear Algebra (1875)
Context: Some definite interpretation of a linear algebra would, at first sight, appear indispensable to its successful application. But on the contrary, it is a singular fact, and one quite consonant with the principles of sound logic, that its first and general use is mostly to be expected from its want of significance. The interpretation is a trammel to the use. Symbols are essential to comprehensive argument.
Richard von Mises (1883–1953) Austrian physicist and mathematician
Second Lecture, The Elements of the Theory of Probability, p. 38
Probability, Statistics And Truth - Second Revised English Edition - (1957)
Stephen Jay Gould book Leonardo's Mountain of Clams and the Diet of Worms
Source: Leonardo's Mountain of Clams and the Diet of Worms (1998) "Brotherhood by Inversion", p. 327