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David Hilbert

  • David Hilbert's Contributions to Logical Theory

    David Hilbert's Contributions to Logical Theory

  • Einstein and Hilbert: the Creation of General Relativity

    Einstein and Hilbert: the Creation of General Relativity

  • Foundations of Geometry

    Foundations of Geometry

  • Georg Cantor English Version

    Georg Cantor English Version

  • John Von Neumann's “Impossibility Proof” in a Historical Perspective’, Physis 32 (1995), Pp

    John Von Neumann's “Impossibility Proof” in a Historical Perspective’, Physis 32 (1995), Pp

  • David Hilbert and the Axiomatization of Physics (1898–1918) from Grundlagen Der Geometrie to Grundlagen Der Physik

    David Hilbert and the Axiomatization of Physics (1898–1918) from Grundlagen Der Geometrie to Grundlagen Der Physik

  • Turing and Von Neumann's Brains and Their Computers

    Turing and Von Neumann's Brains and Their Computers

  • Minkowski's Space-Time: from Visual Thinking to the Absolute World*

    Minkowski's Space-Time: from Visual Thinking to the Absolute World*

  • David Hilbert (1862-1943)

    David Hilbert (1862-1943)

  • Hilbert's Program Then And

    Hilbert's Program Then And

  • David Hilbert and the Axiomatization of Physics (1898-1918) from Grundlagen Der Geometrie to Grundlagen Der Physik

    David Hilbert and the Axiomatization of Physics (1898-1918) from Grundlagen Der Geometrie to Grundlagen Der Physik

  • From Traditional Set Theory – That of Cantor, Hilbert, Gödel, Cohen – to Its Necessary Quantum Extension

    From Traditional Set Theory – That of Cantor, Hilbert, Gödel, Cohen – to Its Necessary Quantum Extension

  • Foundations of Mathematics Vol. 1 (1934) David Hilbert/Paul Bernays

    Foundations of Mathematics Vol. 1 (1934) David Hilbert/Paul Bernays

  • The Historical Origins of Spacetime Scott Walter

    The Historical Origins of Spacetime Scott Walter

  • Quantum Theory and Functional Analysis∗

    Quantum Theory and Functional Analysis∗

  • Hilbert's First and Second Problems and the Foundations of Mathematics

    Hilbert's First and Second Problems and the Foundations of Mathematics

  • Beyond Infinity: Georg Cantor and Leopold Kronecker's Dispute Over

    Beyond Infinity: Georg Cantor and Leopold Kronecker's Dispute Over

  • Introduction: Hilbert's Axiomatics As 'Symbolic Form'?

    Introduction: Hilbert's Axiomatics As 'Symbolic Form'?

Top View
  • 1902.] HILBERT : MATHEMATICAL PROBLEMS. 437 Node Curve Is Fundamental in This Theory. a Number of Cremona's Theorems on Ruled Su
  • Georg Cantor and the Battle for Transfinite Set Theory
  • Hilbert on Consistency As a Guide to Mathematical Reality∗
  • Hilbert, Minkowski and Einstein Hilbert Was Born on 1862, in Konigsberg, a German Mathematician
  • The Most Influential Speech Ever Presented in the History of Mathematics
  • The Theory of the Foundations of Mathematics - 1870 to 1940
  • Minkowski's Space-Time in Special Relativity, in Order to Link Minkowski's Work with the Institutional History of Mathematical Physics
  • David Hilbert and the Axiomatization of Physics (1894-1905)
  • Arxiv:1911.07057V1 [Math.HO] 16 Nov 2019 Geometry [8], We Can Understand This Idea of Rigour in Terms of a Purely Mechanical Symbolic Machine
  • From Geometry to Algebra
  • John Von Neumann and Hilbert's School of Foundations of Mathematics∗
  • David Hilbert and the Axiomatization of Physics (1894-1905)
  • David Hilbert's Lectures of Arithmetic and Logic on the Foundations 19 71
  • Max Born, Albert Einstein and Hermann Minkowski's Space-Time Formalism of Special Relativity
  • Hilbert's Problems (1) the Origin of the Coordinates Hilbert and Göttingen
  • Poincaré on Clocks in Motion Scott Walter
  • The True (?) Story of Hilbert's Infinite Hotel
  • Euclid-Hilbert


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