Einstein

Einstein — marelibri

Über die Möglichkeit einer neuen Prüfung des Relativitätsprinzips; 2 Bemerkungen zu der Notiz von Hrn. Paul Ehrenfest: "Die translation deformierbarer Elektronen und der Flächensatz"; 3 Über die vom relativitätsprinzip geforderte Trägheit der Energie. In Annalen der Physik 23

1907Best.-Nr. 50420Leipzig: Johann Ambrosius Barth 1907. Einstein explicitly establishes E=mc2. Einstein Albert 1879-1955. 1 Über die Möglichkeit einer neuen Prüfung des Relativitätsprinzips. In Annalen der Physik 23 6: pp. 197-8. 2 Bemerkungen zu der Notiz von Hrn. Paul Ehrenfest: "Die translation deformierbarer Elektronen und der Flächensatz." In Annalen der Physik 23 6: pp. 206-8. 3 Über die vom relativitätsprinzip geforderte Trägheit der Energie. In Annalen der Physik 23 7: pp. 371-384. 8vo. Red cloth gilt lettering on spine. 214 x 140 mm. Whole volume: viii 1000 pp. 4 plates numbered Taf. I - IV. Tafs. I II and IV are folding Taf. III is b/w silver photograph tipped to sheet. Foot of the spine is repaired. Very good. Approximate English translations of titles: 1 "On the possibility of a new test of the principle of relativity." 2 "Remarks on Mr. Paul Ehrenfest's note: 'The translation of deformable electrons and the surface theorem.'" 3 "On the inertia of energy required by the principle of relativity." In "On the inertia of energy required by the relativity principle" May 1907 "Using rather than m V rather than c and 0 rather than E0 Einstein wrote his famous equation for the first time as V2= 0 and he did it in a footnote. At the end of that paper he introduced the symbol E0 to denote energy in the rest frame and wrote the famous expression again this time as =E0/V2." -Eugene Hecht How Einstein confirmed E0 = mc2 In the third paper Einstein explicitly establishes his famous equation E=mc2 although with different symbols. In this paper Einstein discussed the relationship between inertial mass and energy arguing for their complete equivalence namely that every mass has an equivalent energy just as every form of energy has an equivalent mass. This relation says that a photon can convert for the equivalence of mass and energy his celebrated equation E = mc2 Calaprice The Einstein Almanac. Weil's Einstein Bibliography nos. 17 18 and 19 respectively. Boni's Einstein Checklist nos. 17 18 and 19 respectively. . Johann Ambrosius Barth unknown books

Jeremy Norman & Co., Inc. · Vereinigte Staaten750,00 $≈ 668,75 €

Korner, Stephan; Albert Einstein; Banesh Hoffmann; Kamke, E; Albert Einstein; Harold Davenport; Goldberg, Samuel; Harvey Cohn; NBiblio.com

A large collection of Dover Books on Mathematics 68 volumes

1980Best.-Nr. 2610130008Dover 1980. Paperback. Good. An extremely large collection of foundational mathematical texts from a mathematical professor's library 68 volume set. Softcover. Most volumes are in good condition. Clean unmarked pages. Some volumes have reading creases down the spine various wear and are only fair condition. Various dates most volumes are from the late 1970s-1980s. Includes: 1. Handbook of Mathematical Functions: With Formulas Graphs and Mathematical Tables Milton Abramowitz; Irene A. Stegun2. Lectures on Ordinary Differential Equations Witold Hurewicz; 3. The Divine Proportion: A Study in Mathematical Beauty H E Huntley; 4. Infinite Sequences and Series Knopp Konrad; 5. Functional Analysis Frigyes Riesz; Bela Sz.-Nagy;6. Lectures on Classical Differential Geometry: 2nd Ed Struik Dirk J.;7. Advanced Number Theory Cohn Harvey; 8. Contributions to the Founding of the Theory of Transfinite Numbers Cantor Georg; 9. Geometry of Complex Numbers Hans Schwerdtfeger;10. Introduction to Partial Differential Equations with Applications Zachmanoglou E. C.; Thoe Dale W.;11. Thirty Years That Shook Physics: The Story of Quantum Theory Gamow George;12. Information Theory Robert Ash; 13. Introduction to Bessel Functions Frank Bowman; 14. Mathematical Foundations of Information Theory A Ya Khinchin; 15. Vector and Tensor Analysis with Applications Borisenko A. I. Tarapov I. E.; 16. On Formally Undecidable Propositions of Principia Mathematica and Related Systems Godel Kurt; 17. Tensor Calculus Synge J. L.; Schild A.; 18. Differential Geometry Kreyszig Erwin; 19. A Collection of Problems on Complex Analysis Volkovyskii L. I.; Lunts G. L.; Aramanovich I. G.;20. Introduction to Difference Equations Samuel Goldberg;21. Distribution Theory and Transform Analysis: An Introduction to Generalized Functions with Applications Zemanian A. H.; 22. Physics of Waves Elmore William C.; Heald Mark A.; 23. Orthogonal Functions G. Sansone; 24. Lie Algebras Jacobson Nathan; 25. Topology John G Hocking; 26. Mathematical Recreations and Essays Ball W. W. Rouse; Coxeter; 27. An Introduction to Algebraic Structures Landin Joseph28. Differential Forms with Applications to the Physical Sciences Harley Flanders;29. The Theory of Groups and Quantum Mechanics Hermann Weyl; 30. Nonlinear Mathematics Thomas L. Saaty; Joseph Bram; 31. An Introduction to Information Theory Symbols Signals and Noise John R Pierce; 32. Introduction to the Theory of Fourier's Series and Integrals Carslaw H. S.; 33. Quantum Theory David Bohm; 34. Introduction to Differentiable Manifolds Auslander Louis Mackenzie Robert E.; 35. An Introduction to Harmonic Analysis Katznelson Yitzhak; 36. Conformal Mapping on Riemann Surfaces Harvey Cohn; 37. Conformal Mapping Nehari Zeev; 38. Axiomatic Set Theory Suppes Patrick; 39. Differential Geometry Heinrich W. Guggenheimer; 40. Challenging Mathematical Problems With Elementary Solutions Vol. 1 A. M. Yaglom;41. Group Theory W. R. Scott; 42. An Introduction to the Calculus of Variations Fox Charles; 43. Tensor Analysis on Manifolds Goldberg Samuel I. Bishop Richard; 44. Non-Euclidean Geometry Bonola Roberto; 45. The Philosophy of Mathematics Korner Stephan; 46. Computational Methods of Linear Algebra Faddeeva V. N.; 47. Tensors Differential Forms and Variational Principles Lovelock David Rund Hanno;48. Metric Affine Geometry Snapper Ernst & Troyer Robert J.; 49. Fourier Series and Orthogonal Functions Harry F Davis;50. Unbounded Linear Operations Goldberg Seymour; 51. Geometry Relativity and the Fourth Dimension Rudolf Rucker; 52. Banach Spaces of Analytic Functions Hoffman Kenneth; 53. Topological Uniform Structures Page Warren; 54. The Higher Arithmetic: An Introduction to the Theory of Numbers Harold Davenport;55. The Thirteen Books of the Elements Vol. 2 Euclid; 56. The Theory of the Properties of Metals and Alloys Jones Mott Neville; 57. Asymptotic Expansions of Integrals Norman Bleistein; 58. Investigations on the Theory of the Brownian Movement Einstein Albert; 59. The Principle of Relativity Albert Einstein; 60. The Theory of Spinors Bagemihl Bagemihl; 61. Selected Papers on Quantum Electrodynamics Julian Schwinger; 62. About Vectors Banesh Hoffmann; 63. Fads and Fallacies in the Name of Science Martin Gardner; 64. Theory of Sets Kamke E.; 65. First Order Mathematical Logic Angelo Margaris; 66. Essays on the Theory of Numbers Dedekind Richard; 67. Modern Nonlinear Equations Thomas Saaty; 68. Theory of Groups of Finite Order Burnside. This is an oversized or heavy book which WILL require additional postage for Priority Mail or International delivery outside the US. Dover paperback

SequiturBooks · Vereinigte Staaten764,40 $≈ 681,59 €

Einstein, Albert (1879-1955)Biblio.com

Zur Affinen Feldtheorie. Relativity

1923Best.-Nr. 32429Berlin: Berlin: Sitzungsberichte der Preussischen Akademie der Wissenschaften XVIII 1923. First Thus. Soft cover. First Thus. Soft cover. Einstein Albert 1879-1955. Zur affinen Feldtheorie. Offprint from Sitzungsberichten der Preussischen Akademie der Wissenschaften 1923. XVIII. 8vo.4 137-140 First edition. Orange wrappers. A fine fresh copy in the rare off-print form marked with an asterisk by Weil denoting a major paper "Sonderabdruck" & deemed of sufficient interest that a translation was published in Nature Magazine. "Einstein's attempts to formulate a unified field theory the theoretical framework to account for the fundamental forces of nature. stemmed from his dissatisfaction with the general relativity theory which did not adequately incorporate the electromagnetic field into the geometry of space-time". Einstein's first investigation of Weyl's ideas published in the present paper which Weyl had begun working on in 1918. Weyl was investigating the possibility of constructing a unified field theory preserving the dimensionality of space-time while formally altering its geometry making it a special case of the class known as affine geometries. However Einstein later rejected Weyl's theory. "Weil No. 132; Schilpp--Shields No. 171; Alicke No.113; Norman Library 698; Boni 141. Affine Geometry is not concerned with the notions of circle angle and distance. It's a known dictum that in Affine Geometry all triangles are the same. In this context the word affine was first used by Euler affinis. In modern parlance Affine Geometry is a study of properties of geometric objects that remain invariant under affine transformations mappings. Affine transformations preserve collinearity of points: if three points belong to the same straight line their images under affine transformations also belong to the same line and in addition the middle point remains between the other two points." The early Offprints from "Sitzungsberichten." are called "Sonderabdruck" up to Weil No.165 including this. From Weil 166 they are called "Sonderausgabe.". - Before 161 up to 160 the Offprints do not have separate title and pagination the pagination follows the numbering in the periodical. From 166 the Offprint has both separate printed title and pagination. - So Weil Nos 161-165 is still "Abdruck" but with separate title and pagination. Berlin: Sitzungsberichte der Preussischen Akademie der Wissenschaften, XVIII unknown

TBCL The Book Collection Library · Kanada775,00 $≈ 691,04 €

Einstein

Einstein

Jahrhundert

Sprache

Land des Anbieters

Fotos

Hinzugefügt

Themen

Kataloge

Jahrhundert

Sprache

Land des Anbieters

Fotos

Hinzugefügt

Themen

Kataloge

Jahrhundert

Sprache

Land des Anbieters

Fotos

Hinzugefügt

Themen

Kataloge