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         Dedekind Richard:     more books (59)
  1. Essays On The Theory Of Numbers by Richard Dedekind, 2010-09-10
  2. Essays on the Theory of Numbers. 1. Continuity and Irrational Numbers. 2. The Na by Richard Dedekind, 1909
  3. Essays on the theory of numbers: I. Continuity and irrational numbers : II. The nature and meaning of numbers by Richard Dedekind, Wooster Woodruff Beman, et all 2010-08-18
  4. Creation des nombres. by Richard Dedekind, 2008-09-01
  5. Essays On The Theory Of Numbers by Richard Dedekind, 2010-09-10
  6. Essays on the Theory of Numbers: Continuity and Irrational Numbers; The Nature and Meaning of Numbers by Richard Dedekind, 1963
  7. Essays on the Theory of Numbers I., Continuity and Irrational Numbers; II., The Nature and Meaning of Numbers by Richard; Beman, Wooster Woodruff, Trans. Dedekind, 1948
  8. Festschrift zur Saecularfeier des Geburtstages (German Edition) by Richard Dedekind, Carl Friedrich Gauss, 2010-04-06
  9. Essays on the theory of numbers, I. Continuity and irrational numbers, II. The nature and meaning of numbers by Richard Dedekind, Wooster Woodruff Beman, 2010-09-04
  10. Uber die Theorie der ganzen algebraischen Zahlen by Richard Dedekind, 1964
  11. Essays on the Theory of Numbers, I. Continuity of irrational numbers, II. The nature and meaning of numbers. by Richard, and Beman, Wooster Woodruff Dedekind, 1948
  12. Essays on the theory of numbers. I. Continuity and irrational nu by Dedekind. Richard. 1831-1916., 1901-01-01
  13. Gesammelte Mathematische Werke Und Wissenschaftlicher Nachlass (1892) (German Edition) by Bernhard Riemann, 2010-09-10
  14. Uber Die Elemente Der Theorie Der Euler'schen Integrale (1852) (German Edition) by Richard Dedekind, 2010-09-10

41. Theory Of Algebraic Integers - Cambridge University Press
Theory of Algebraic Integers. Series Cambridge Mathematical Library. richard dedekind.Translated by John Stillwell. Introduction by John Stillwell
http://www.cambridge.org/uk/catalogue/catalogue.asp?isbn=0521565189

42. AIP International Catalog Of Sources
dedekind, richard, 18311916. Subjects. Dynamics. Electrodynamics. Mechanics,Analytic. Browse Catalog. by author. dedekind, richard, 1831-1916. by title
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Item Information Holdings More by this author Dedekind, Richard, 1831-1916. Subjects Dynamics. Electrodynamics. Mechanics, Analytic. Browse Catalog by author: Dedekind, Richard, 1831-1916. by title: Papers.... MARC Display Papers. by Dedekind, Richard, 1831-1916. Description: 155 folders. 376 letters. Owning Repository: Country of Repository: Germany Biography/History: Scope of Material: Includes manuscripts (130 folders), a few of them on dynamics, electrodynamics, analytical mechanics. Also papers by others (25 folders): K. Gauss, B. Riemann, Lejeune-Dirichlet; and 98 letters from Dedekind and 288 to him. Correspondents: Paul Epstein, Hermann Minkowski, H. Weber, E. Zeller, E. Beltrami, Goeppert, E. Heine, Bjerknes, Felix Klein, W. Lejeune-Dirichlet, C. Neumann, W. Weber, J. Zenneck, among others. Notes: In German.

43. Dedekind, (Julius Wilhelm) Richard
dedekind, (Julius Wilhelm) richard (18311916) dedekind was born in Brunswickand studied at Göttingen. He was professor at the Technische Hochschule in
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/D/Dedekind/1.htm
Dedekind, (Julius Wilhelm) Richard
German mathematician who made contributions to number theory. In 1872 he introduced the Dedekind cut (which divides a line of infinite length representing all real numbers) to define irrational numbers in terms of pairs of sequences of rational numbers.
In 1858 he succeeded in producing a purely arithmetic definition of continuity and an exact formulation of the concept of the irrational number. This led to the Dedekind cut, explained in his book Stetigkeit und irrationale Zahlen 1872. In Was sind und was sollen die Zahlen? 1888 he devised axioms that formally and exactly represented the logical concept of whole numbers. The factorization of algebraic numbers and the theory of the ideal, which he described 1879-94, was fundamental to modern algebra; and he introduced the concept of dual groups, a precursor of lattice theory.

44. The Mathematics Genealogy Project - J. W. Richard Dedekind
JW richard (Julius Wilhelm) dedekind Biography. Ph.D. GeorgAugust-UniversitätGöttingen 1852. Germany. Dissertation Über die Theorie der Eulerschen
http://www.genealogy.math.ndsu.nodak.edu/html/id.phtml?id=18233

45. Julius Wilhelm Richard Dedekind
dedekind, Julius Wilhelm richard , 1831–1916, German mathematician. dedekind studiedat Göttingen under the German mathematician Carl Gauss and in 1852
http://www.factmonster.com/ce6/people/A0814946.html

46. Dedekind J.W. Richard From FOLDOC
Recommended Reading richard dedekind, Essays on the Theory of Numbers, tr.by Wooster W. Beman (Dover, 1963) and richard dedekind, Theory of Algebraic
http://www.swif.uniba.it/lei/foldop/foldoc.cgi?Dedekind J.W. Richard

47. AllRefer.com - Julius Wilhelm Richard Dedekind (Mathematics, Biography) - Encycl
AllRefer.com reference and encyclopedia resource provides complete informationon Julius Wilhelm richard dedekind, Mathematics, Biographies.
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48. Mathematics List Part 3
dedekind, richard. Essays on the Theory of Numbers. 1. Continuity and IrrationalNumbers. 2. The Nature and Meaning of Numbers. 4th. printing. 115 pg.
http://www.significantbooks.com/mthl3.htm
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Authors, Ch. thru Et.
  • Charlap, Leonard S. Bieberbach Groups and Flat Manifolds. 242 pp. Springer (1986) (Softcover) Very good condition. ( From the jacket: This book is an introduction to the theory of flat manifolds and their fundamental groups. ... ) MATH12860 $45.00
  • Chase, Stephen U.; Moss E. Sweedler. Hopf Algebras and Galois Theory. 133 pp. Springer 1969 ( 1969 ) ( Softcover ) Good condition. (Lecture Notes in Mathematics No. 97 ) MATH13533 $40.00
  • Chateau, Paul Du. The Cauchy-Goursat Probllem. 60 pp. Memoirs American Mathematical Society. #118 (1972). (Softcover) Very good condition. MATH10149 $15.00
  • Global Analysis. 2 Vol. 367, 307 pp. American Mathematical Society. 1970 (1970) ( Hardback) Very good condition. (Proceedings of the Symposium in Pure Mathematics of the American Mathematical Society Held at the University of California Berkeley, California July 1 - 26, 1968) (Symposia Vol. XIV, XV. ) MATH12861 $125.00
  • Chevalley, Claude.

49. PlanetMath: Dedekind Cuts
1 Courant, richard and Robbins, Herbert. What is Mathematics? pp. 6872 OxfordUniversity Press, Oxford, 1969; 2 dedekind, richard.
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Feedback Bug Reports downloads Snapshots PM Book information News Docs Wiki ChangeLog ... About Dedekind cuts (Definition) The purpose of Dedekind cuts is to provide a sound logical foundation for the real number system. Dedekind's motivation behind this project is to notice that a real number , intuitively, is completely determined by the rationals strictly smaller than and those strictly larger than . Concerning the completeness or continuity of the real line , Dedekind notes in [ ] that If all points of the straight line fall into two classes such that every point of the first class lies to the left of every point of the second class, then there exists one and only one point which produces this division of all points into two classes, this severing of the straight line into two portions. Dedekind defines a point to produce the division of the real line if this point is either the least or greatest element of either one of the classes mentioned above. He further notes that the completeness

50. Dedekind, (Julius Wilhelm) Richard (1831-1916)
dedekind, (Julius Wilhelm) richard (18311916) dedekind s brilliant idea wasto represent the real numbers by such divisions of the rationals.
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Dedekind, (Julius Wilhelm) Richard (1831-1916)
A German mathematician whose most important contribution was the discovery of what became known as the Dedekind cut . He realized that every real number r divides the rational numbers into two subsets: those greater than r and those less than r . Dedekind's brilliant idea was to represent the real numbers by such divisions of the rationals. He also provided important support for Georg Cantor 's set theory, which was highly controversial at the time.
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51. 10/6 Richard Dedekind
Today is Julius Wihelm richard dedekind s Birthday! Happy Birthday dedekind!Born October 6, 1831 in Braunschweig, now Germany. Died February 12, 1916
http://curvebank.calstatela.edu/birthdayindex/oct/oct6dedekind/oct6dedekind.htm
Close Window Today is Julius Wihelm Richard Dedekind's Birthday! Happy Birthday
Dedekind! Born: October 6, 1831
in Braunschweig, now Germany Died: February 12, 1916
in Braunschweig, now Germany

52. Bibliography
dedekind, richard, 18311916, Gesammelte mathematische Werke / hrsg. von RobertFricke, Emmy Noether und Oystein Ore, Braunschweig, F. Vieweg, 1930-1932
http://www.library.cornell.edu/math/bibliography/display.cgi?start=D&

53. Lexikon Richard Dedekind
richard dedekind aus der freien Enzyklopädie
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Richard Dedekind
Richard Dedekind. Julius Wilhelm Richard Dedekind 6. Oktober in Braunschweig 12. Februar in Braunschweig) war ein deutscher Mathematiker Benannt nach Richard Dedekind sind die dedekindschen Schnitte , die Dedekindringe , die dedekindsche η-Funktion in der Theorie der Modulformen , die dedekindsche ζ-Funktion eines algebraischen Zahlk¶rpers sowie der dedekindsche Komplement¤rmodul
Publikation von Richard Dedekind im Jahre 1888 / Was sind und was sollen Zahlen? "Die Zahlen sind freie Sch¶pfungen des menschlichen Geistes, sie dienen als Mittel, um die Verschiedenheit der Dinge leichter und sch¤rfer aufzufassen. Durch den rein logischen Aufbau der Zahlenwissenschaft und durch das in ihr gewonnene stetige Zahlen-Reich sind wir erst in den Stand gesetzt, unsere Vorstellungen von Raum und Zeit genau zu untersuchen, indem wir dieselben auf dieses in unserem Geiste geschaffene Zahlenreich beziehen." Bearbeiten
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54. Stephen Wolfram: A New Kind Of Science -- Relevant Books
dedekind, richard Essays on the Theory of Numbers The Open Court PublishingCompany, 1909. dedekind, richard Theory Of Algebraic Integers
http://www.wolframscience.com/reference/books/d.html
WOLFRAM'S LIBRARY
A B C D E F G H ... W X Y Z
D
da Vinci, Leonardo
Leonardo da Vinci, Nature Studies from the Royal Library at Windsor Castle
Royal Academy of Arts/Johnson Reprint Corp., 1981. [ISBN 0295960647
Stochastic Quantization
World Scientific, 1988. [ISBN 9971502984 Darwin, Charles
On the Origin of Species. (A Facsimile of the First Edition)
Harvard University Press, 1964. [ISBN 0674637526 Darwin, Charles
Selections. The Collected Papers of Charles Darwin
University of Chicago Press, 1980. [ISBN 0226136582 Darwin, Charles
The autobiography of Charles Darwin, 1809-1882. With original omissions restored
Darwin, Charles The Expression of the Emotions in Man and Animals Oxford University Press, 1998. [ISBN 0195112717 Darwin, G.H. Scientific Papers (5 volumes) Cambridge University Press, 1910 Dasarathy, Belur V., Editor Nearest Neighbor Pattern Classification Techniques IEEE, 1990. [ISBN 0818689307 Dauben, Joseph Warren Georg Cantor: His Mathematics and Philosophy of the Infinite Princeton University Press, 1990. [ISBN 0691085838 David, F.N.

55. CiteULike: Richard Dedekind: Information From Answers.com
richard dedekind Information From Answers.com. Online Article A_Olympia s tagsfor this article. dedekind. Everyone s tags for this article. dedekind
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56. Allmath.com - Math Site For Kids! Home Of Flashcards, Math
dedekind, (Julius Wilhelm) richard. daydekind. (18311916). Mathematician,born in Braunschweig, Germany. He studied at Göttingen, where he wrote his
http://www.allmath.com/biosearch.php?QMeth=ID&ID=9240

57. Richard Dedekind, 1831-1916
richard dedekind, 18311916. What are numbers and what are they for? (1888).PREVIOUS UP NEXT. This file is dedekind.html Maintained by M.Kerber,
http://www.cs.bham.ac.uk/~mmk/talks/99-beyond-incompleteness/Dedekind.html
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58. Theory Of Algebraic Integers - Richard Dedekind
The invention of ideals by dedekind in the 1870s was well ahead of its time, andproved to be the genesis of what today we would call algebraic number
http://www.libreriauniversitaria.it/BUS/0521565189/Theory_of_Algebraic_Integers.
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The invention of ideals by Dedekind in the 1870s was well ahead of its time, and proved to be the genesis of what today we would call algebraic number theory. His memoir 'Sur la Theorie des Nombres Entiers Algebriques' first appeared in installments in the Bulletin des sciences mathematiques in 1877. This is a translation of that work by John Stillwell, who also adds a detailed introduction that gives the historical background as well as outlining the mathematical obstructions that Dedekind was striving to overcome. The memoir gives a candid account of Dedekind's development of an elegant theory as well as providing blow by blow comments as he wrestles with the many difficulties encountered en-route.

59. Richard Dedekind - Www.libreriauniversitaria.it
Translate this page Autore richard dedekind Cambridge University Press, January 2004 Autorerichard dedekind Dover Publications, June 1963
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60. Proof Attributed To Richard Dedekind
proof attributed to richard dedekind. This proof of the irrationality of sqrt(2) -uses induction. The inductive proposition to prove is for all positive
http://www.crme.soton.ac.uk/research/proof/dedekind/
Irrationality of sqrt(2)
proof attributed to Richard Dedekind
This proof of the irrationality of sqrt(2) - - uses induction. The inductive proposition to prove is: for all positive integers n, nsqrt(2) is not an integer. As a result of this proposition, sqrt(2) cannot be a rational number, for if sqrt(2) = p/q with p, q positive then qsqrt(2) is an integer. The essential step in the induction is the following fact if n is a positive integer such that nsqrt(2) is an integer, then m = nsqrt(2)-n is a positive integer smaller than n, and msqrt(2) is also an integer. Back to CRiME proof project Back to CRiME research projects Back to CRiME Home Page

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