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- 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
- Three Problems for Mathematics; Lecture 1
- Foundations of Geometry
- Poincaré, Einstein and the Relativity: the Surprising Secret
- Hilbert's Foundation of Physics: from a Theory of Everything to A
- Hilbert's Foundation of Physics
- David Hilbert [5]
- David Hilbert's Lectures on the Foundations of Geometry, 1891
- Poincaré-Week in Göttingen, in Light of the Hilbert-Poincaré Correspondence of 1908–1909 Scott Walter
- On the Epistemological Justification of Hilbert's Metamathematics
- A Glimpse of Cantor's Paradise
- Georg Cantor (1845–1918)
- A Biography of Henri Poincaré – 2012 Centenary of the Death of Poincaré
- David Hilbert English Version
- John Von Neumann's 1950S Change to Philosopher of Computation 1
- Euclid's Elements, from Hilbert's Axioms
- Hilbert's Twenty-Fourth Problem
- Quantum Theory and Functional Analysis
- Georg Cantor (1845-1918): the Man Who Tamed Infinity