Jules Richard - Literature and Links For The Paradox

Literature and Links For The Paradox

  • H. Meschkowski, W. Nilson: Georg Cantor - Briefe, Sphinhubyringer, Berlin 1991, p. 446.
  • W. Mückenheim: Die Mathematik des Unendlichen, Shaker, Aachen 2006.
  • A. N. Whitehead, B. Russell: Principia Mathematica I, Cambridge Univ. Press, Cambridge 1910, p. 64.
  • E. Zermelo: Neuer Beweis für die Möglichkeit einer Wohlordnung, Math. Ann. 65 (1908) p. 107-128.
  • Proof of impossibility
  • fr:Paradoxe de Richard
  • fr:Paradoxe de Berry

Final remark: The mathematician Jules Richard is not identical with the publicist (* 1810, † 1868) and also not with the manufacturer of scientific instruments and founder of the lycée technique Jules Richard in Paris (* 1848, † 1930). In the big encyclopedias and diaries of scholars the name Jules Richard is missing - even in the French ones. Therefore his biographical data are rather scanty.

Authority control
  • VIAF: 12370793
Persondata
Name Richard, Jules
Alternative names
Short description
Date of birth 12 August 1862
Place of birth
Date of death 14 October 1956
Place of death

Read more about this topic:  Jules Richard

Famous quotes containing the words literature, links and/or paradox:

    “Woe to that nation whose literature is cut short by the intrusion of force. This is not merely interference with freedom of the press but the sealing up of a nation’s heart, the excision of its memory.”
    —Alexander Solzhenitsyn (b. 1918)

    “All nationalisms are at heart deeply concerned with names: with the most immaterial and original human invention. Those who dismiss names as a detail have never been displaced; but the peoples on the peripheries are always being displaced. That is why they insist upon their continuity—their links with their dead and the unborn.”
    —John Berger (b. 1926)

    “The conclusion suggested by these arguments might be called the paradox of theorizing. It asserts that if the terms and the general principles of a scientific theory serve their purpose, i. e., if they establish the definite connections among observable phenomena, then they can be dispensed with since any chain of laws and interpretive statements establishing such a connection should then be replaceable by a law which directly links observational antecedents to observational consequents.”
    —C.G. (Carl Gustav)