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A. A. Cournot Exposition of the Theory of Chances and Probabilities
A. A. Cournot Exposition of the Theory of Chances and Probabilities
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Antoine Augustin Cournot (1801 - 1877) was a mathematician, philosopher, economist and educator (Feller 1961; Etudes 1978). Here, I discuss his contribution of 1843 reprinted in 1984 (Paris, Libraire J. Vrin) as vol. 1 of his Oeuvres Complètes complete with an Introduction and Commentary by B. Bru. The Preface begins by an explanation: Cournot wished to make assessable his subject to those unacquainted with the higher chapters of mathematics. In § 123 he even repeated the formulation of the P…
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  • ISBN-10: 6138826515
  • ISBN-13: 9786138826514
  • Format: 15.2 x 22.9 x 2 cm, minkšti viršeliai
  • Language: English
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Antoine Augustin Cournot (1801 - 1877) was a mathematician, philosopher, economist and educator (Feller 1961; Etudes 1978). Here, I discuss his contribution of 1843 reprinted in 1984 (Paris, Libraire J. Vrin) as vol. 1 of his Oeuvres Complètes complete with an Introduction and Commentary by B. Bru. The Preface begins by an explanation: Cournot wished to make assessable his subject to those unacquainted with the higher chapters of mathematics. In § 123 he even repeated the formulation of the Pythagorean proposition (excluded in the translation) and in § 69 he says that he adduced a table (Kramp's table) of a certain function (of the exponential function of a negative square) but he did not provide its analytical expression.

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  • Author: Oscar Sheynin
  • Publisher:
  • ISBN-10: 6138826515
  • ISBN-13: 9786138826514
  • Format: 15.2 x 22.9 x 2 cm, minkšti viršeliai
  • Language: English English

Antoine Augustin Cournot (1801 - 1877) was a mathematician, philosopher, economist and educator (Feller 1961; Etudes 1978). Here, I discuss his contribution of 1843 reprinted in 1984 (Paris, Libraire J. Vrin) as vol. 1 of his Oeuvres Complètes complete with an Introduction and Commentary by B. Bru. The Preface begins by an explanation: Cournot wished to make assessable his subject to those unacquainted with the higher chapters of mathematics. In § 123 he even repeated the formulation of the Pythagorean proposition (excluded in the translation) and in § 69 he says that he adduced a table (Kramp's table) of a certain function (of the exponential function of a negative square) but he did not provide its analytical expression.

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