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  1. Chapter 1. Johann Heinrich Lambert: A Biography in Context. 1.1 Introduction. Lambert is an interesting case. A self-taught polymath, he took as his main line the application of mathematics to physics and even to metaphysics.

  2. Johann Heinrich Lambert (1728-1777) takes the chief end of any philosophical investigation to be the transition from the "domain of illusion” to the “domain of truth”. Kant precisely describes the main task of his theoretical philosophy – i.e., the

    • Adriano Perin
    • 2016
  3. rce.casadasciencias.org › artigos › 2014-134Johann Heinrich Lambert

    Johann Heinrich Lambert (17281777) foi um matemático, astrónomo, físico e filó- sofo que forneceu a primeira prova rigorosa que o valor de π (a relação entre o perí- metro de um círculo e o seu diâmetro) é um número irracional, o que significa que não

  4. In this article some light is shed on the life and the merits of Johann Heinrich Lambert as an applied statistician. It is not possible to do justice to Lambert here, first because the author is not a historian and second because Lambert was highly productive in many diverse areas such that a full appreciation of his life and work

  5. Johann Heinrich Lambert was born in Mulhouse, Alsace on 26 August. 1728 and died in Berlin on 25 September 1777. He was largely self-taught, having had to leave school at the age of 12 to help his father in his tailor's shop. At the age of 20 he became tutor to the children of a noble Swiss family; this ended 10.

  6. Johann Heinrich Lambert (Mulhouse, 26 de agosto de 1728 — Berlim, 25 de setembro de 1777) foi um matemático suíço radicado na Prússia. A obra de Lambert inclui a primeira demonstração de que π é um número irracional (1768), o desenvolvimento da geometria da regra, o cálculo da trajetória de cometas.