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  • »  Nikolai Lobachevsky

Nikolai Lobachevsky

  • Euclid's Error: Non-Euclidean Geometries Present in Nature And

    Euclid's Error: Non-Euclidean Geometries Present in Nature And

  • Sebastian's Space and Forms

    Sebastian's Space and Forms

  • From One to Many Geometries Transcript

    From One to Many Geometries Transcript

  • Models in Geometry and Logic: 1870-1920 ∗

    Models in Geometry and Logic: 1870-1920 ∗

  • The Continuous Transition of Hamiltonian Vector Fields Through Manifolds of Constant Curvature

    The Continuous Transition of Hamiltonian Vector Fields Through Manifolds of Constant Curvature

  • Lobachevsky, Nikolai

    Lobachevsky, Nikolai

  • Riemannian Reading: Using Manifolds to Calculate and Unfold

    Riemannian Reading: Using Manifolds to Calculate and Unfold

  • The Birth of Non-Euclidean Geometry

    The Birth of Non-Euclidean Geometry

  • Math 135 Notes Parallel Postulate .Pdf

    Math 135 Notes Parallel Postulate .Pdf

  • Euclid's Fifth Postulate

    Euclid's Fifth Postulate

  • A Story of Two Postulates Irina Kogan

    A Story of Two Postulates Irina Kogan

  • Introduction to Modern Geometry

    Introduction to Modern Geometry

  • Carl Friedrich Gauss Und Russland: Sein Briefwechsel Mit in Russland Wirkenden Wissenschaftlern De Gruyter, Berlin, 2012

    Carl Friedrich Gauss Und Russland: Sein Briefwechsel Mit in Russland Wirkenden Wissenschaftlern De Gruyter, Berlin, 2012

  • Visualizing Hyperbolic Geometry

    Visualizing Hyperbolic Geometry

  • Complex Systems with Boundary and Non-Euclidean Geometry Lecture 2, CSSS10

    Complex Systems with Boundary and Non-Euclidean Geometry Lecture 2, CSSS10

  • Volumes of Polytopes in Spaces of Constant Curvature 3

    Volumes of Polytopes in Spaces of Constant Curvature 3

  • On the Discovery of Non-Euclidean Geometry

    On the Discovery of Non-Euclidean Geometry

  • Naming Infinity: a True Story of Religious Mysticism And

    Naming Infinity: a True Story of Religious Mysticism And

Top View
  • 3 Curvature and the Notion of Space
  • The Curved N-Body Problem: Risks and Rewards
  • Hyperbolic Geometry: History, Models, and Axioms
  • Bernhard Riemann Emilio Ferral
  • Geometry: the Parallel Postulate
  • The Life and Works of János Bolyai
  • Open History of Math Page 1 2019 МАϴ National Convention
  • Cosmology Q&A
  • Lobachevskii Journal of Mathematics Editor-In-Chief: A.M
  • Axiomatic Geometry: Euclid and Beyond
  • Lobachevsky to Luzin: the Trials and Tribulations of Abstract Mathematics in Early 20Th Century Russia
  • The History and Concept of Mathematical Proof
  • Hyperbolic Geometry and Binocular Visual Space Samantha Zook St
  • Introduction to the History of Mathematics Fall 2020 - R
  • Computer Labs for Non-Euclidean Geometry Irina Kogan
  • The Failure of the Euclidean Parallel Postulate and Distance in Hyperbolic Geometry
  • Bolyai János and Károlyházy Frigyes
  • NON-EUCLIDEAN GEOMETRY NON-EUCLIDEAN GEOMETRY: a HISTORY and a BRIEF LOOK Lisa K


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