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How To Use Bolzano In A Sentence

  • This view is supported by Bolzano's claim that each “private” mental phenomenon, such as a feeling, a desire, a volition or a thought (i.e., a subjective idea or a subjective proposition), is an attribute of the individual mind that “has” it, where ˜has™ expresses the copula (WL II, 69). Slices of Matisse
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  • Bolzano's theories of mathematical infinity anticipated Georg Cantor's theory of infinite sets.
  • Bolzano's theories of mathematical infinity anticipated Georg Cantor's theory of infinite sets.
  • In this connection mention is especially often made of Bolzano's grasp of the “paradoxical” fact that an infinite set can and must be equipollent with one of its proper subsets, i.e., is Slices of Matisse
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  • We math majors could write term papers on cotangent bundles and prove the Bolzano Weirstrass theorem, but we don't know jack about T tests or chi-square. Undefined
  • Bolzano took this dictum to be about existence in his own narrow sense of ˜existence™ or Slices of Matisse
  • The paper gives a proof of the intermediate value theorem with Bolzano's new approach and in the work he defined what is now called a Cauchy sequence.
  • Bolzano advocated the indissolubility of marriage without restrictions or exceptions (RW IV, 356 ff.). Slices of Matisse
  • Two questions discussed during Bolzano's time and once again topical at present are those concerning the indissolubility of marriage and concerning celibacy. Slices of Matisse
  • On a trip back to Rome one evening last month from Bolzano near the Austrian border, I booked my night-train ticket and had just enough time to set off through porticoed streets to eat roast duck, apple sauce and red cabbage at a trattoria, surrounded by German-speaking Italians laughing and knocking back tall glasses of beer. Last train to Sicily
  • Bolzano also formulated a definition of the derivative of a function free of the notion of infinitesimal (see Bolzano [1950]). Continuity and Infinitesimals
  • When PEZ-Fan Corey Sar Fox emailed an interest in submitting an article, and mentioned he lives in the South Tirolean city of Bolzano, I assigned him a Top Ride faster than you can down a freshly pulled espresso … PezCyclingNews.com
  • This inference has been quite correctly drawn by Bolzano, who was led thereby to his monstruous doctrine that there would exist bodies with and without surfaces, the one class containing just so many as the other, because contact would be possible only between a body with a surface and another without. Boundary
  • The next day, Sunday obituaries detailed the "Beast of Bolzano's" beastliest crimes. Katie Engelhart: Prosecuting Nazis in the 21st Century
  • Bolzano's theories of mathematical infinity anticipated Georg Cantor's theory of infinite sets.

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