Categories
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- Introduction
- In the Beginning
- Age of Scientific Discovery
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Special Relativity Physics
- Galileo (Newton) vs. Einstein Relativity
- Lorentz Transformation Equations - see: Category - 'Age of Scientific Discovery'
- Laws of Conservation
- Binomial Expansion
- Mass as a Variable Quantity
- E = mc² ( einstein's audio voice )
- Star Aberration
- Nature's Sphere of Light
- Spacetime Fabric - What is it?
- Some Consequences of E = mc²
- 4 - vector Analysis of Bodies of Matter
- Relativistic Photon Rocket
- Superluminal Velocities
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Easy Relativity for Laymen
- joke: einstein's theory of jewish relativity
- 1923 Max Fleischer Silent Film
- explaining space - time fabric
- explaining why nothing goes faster than the speed of light
- doppler: sound and light
- explaining relativity of time
- explaining mass as a variable
- explaining speed of light
- easy relativity for laymen
- Philosophical Meanings
- anti - Semitism and Special Relativity ( einstein audio )
- Quantum Physics
-
General Relativity Physics
- Einstein's Princeton Papers
- The Hebrew University - Einstein's Relativity Papers
- Einstein Archives Online
- Linear Algebra for General Relativity
- Reinterpreting Galileo and Newton's Relativity Principle
- The Twin Clock Paradox ( video )
- The Metric Tensor g: The Littlest Directional Cosines
- The Riemann Flat Spacetime Metric
- The Geodesic Spacetime Equation
- Einstein's ( EFE ) Gravity Field Equation
- The Schwarzschild Gravitational Radius-The Event Horizon (video)
- Mercury Perihelion Advance (video)
- The Null Geodesic
- General Relativity: Deriving Newton's Laws of Motion and Gravity
- The Deflection ( Bending ) of Light
- Gravitational Time Dilation and Red ( Spectral Line ) Shift
- Gravitational Waves
- Harmonic Functions
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Cosmology
- Exoplanets - The Radial Velocity Equation
- Black Holes - Masters of the Universe
- "A Cosmology Calculator for the World Wide Web" in pdf
- "Light from galaxy clusters confirm general theory of relativity" in pdf - Dark Cosmology Centre, Niels Bohr Institute
- "Did the Universe have a Beginning?" in pdf
- "Was There a Beginning?" in pdf
- "Cosmology from quantum potential" in pdf
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Historical Papers
- Precursor Relativity Geometries
- Special Relativity
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General Relativity
- Ricci & Levi-Civita: The Ricci ( or Contracted Curvature ) Tensor Calculus-1899, 1900
- "The Foundations of Physics", by David Hilbert, 1915
- Einstein's Original General Relativity Paper, German-1915, 1916
- Einstein's Original General Relativity Paper, English-1915, 1916
- "Hamilton’s Variational Principle and General Relativity Theory", German, by Albert Einstein, 1916
- Historical Account of Einstein's Review Paper for his final 1916 General Relativity Paper
- "The Gravitational Field of a Mass Point According to Einstein Theory", January 13, 1916, by Karl Schwarzschild
- Audio Reading of "Relativity, the Special and General Theory", by Albert Einstein, Dec. 1916
- "The Einstein Theory of Relativity - A Consise Statement", by H.A. Lorentz, November 19, 1919
- Attilio Palatino original 1919 Calculus of Variations for General Relativity
- "The Foundations of Einstein's Theory of Gravitation", by Erwin Freundlich, English translation by Henry L. Brose, 1920
- "A Brief Outline of the Development of the Theory of Relativity", by Albert Einstein, 1921
- "Palatini Method" Discovered by Einstein in 1925
- "The Evolution of Scientific Thought from Newton to Einstein", by A. d'Abro, 1927 & 1950
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Quantum Physics
- Einstein (1923) Nobel Photoelectric Effect Physics Prize lecture-German
- Einstein (1923) Nobel Photoelectric Effect Physics Prize lecture-English
- Compton (1923) paper: "A Quantum Theory of the Scattering of X-Rays by Light Elements"
- de Broglie (1925) thesis: "Researches On the Theory of the Quanta"-French
- de Broglie (1925) thesis: "Researches On the Theory of the Quanta"-English
- A. Einstein, B. Podolsky and N. Rosen (1935 ): "Spooky Action at a Distance"
- Schrödinger (1952) "Was ist materie?" - English version
- "Spooky Action at a Distance"
- Jewish Relativity
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General Relativity: Deriving Newton's Laws of Motion and Gravity
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