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         Steiner Jakob:     more books (37)
  1. Jakob Steiner (Beihefte zur Zeitschrift "Elemente der Mathematik") by L. Kollros, 1979-01-01
  2. Der Mathematiker Jakob Steiner Von Utzenstorf: Ein Lebensbild Und Zugleich Eine Würdigung Seiner Leistungen (German Edition) by Johann Heinrich Graf, 2010-04-02
  3. Kurze Mathematiker-Biographien / Jakob Steiner by Louis Kollros, 1947
  4. Jacob Steiner's Gesammelte Werke (German Edition) by Jakob Steiner, 2010-03-23
  5. Jacob Steiner's Gesammelte Werke, Herausg. Von K. Weierstrass (German Edition) by Jakob Steiner, 2010-02-04
  6. Jacob Steiner's Vorlesungen Über Synthetische Geometrie (German Edition) by Jakob Steiner, Heinrich Schröter, et all 2010-03-21
  7. Die Geometrischen Constructionen: Ausgeführt Mittelst Der Geraden Linie Und Eines Festen Kreises, Als Lehrgegenstand Auf Höheren Unterrichts-Anstalten Und Zur Praktischen Benutzung (German Edition) by Jakob Steiner, Arthur Oettingen, 2010-02-13
  8. Systematische Entwicklung Der Abhängigkeit Geometrischer Gestalten Von Einander: Mit Berücksichtigung Der Arbeiten Alter Und Neuer Geometer Über Porismen, ... Etc, Volume 2 (German Edition) by Jakob Steiner, Arthur Oettingen, 2010-01-10
  9. Systematische Entwicklung Der Abhängigkeit Geometrischer Gestalten Von Einander (German Edition) by Jakob Steiner, Arthur Oettingen, 2010-01-09
  10. Del Baricentro Di Curvatura (1844) (Italian Edition) by Jakob Steiner, 2010-09-10
  11. Systematische Entwicklung Der Abhängigkeit Geometrischer Gestalten Von Einander: Mit Berücksichtigung Der Arbeiten Alter Und Neuer Geometer Uber Porismen, ... Reciprocität, Etc, Volume (German Edition) by Jakob Steiner, 2010-02-23
  12. Jakob Steiner
  13. Jacob Steiner's Vorlesungen Über Synthetische Geometrie, Volumes 1-2 (German Edition) by Jakob Steiner, 2010-02-04
  14. Die Theorie der Kegelschnitte (German Edition) by Jakob Steiner, Heinrich Schröter, 2010-04-04

1. Steiner
Biography of Jakob Steiner (17961863)
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2. Poster Of Steiner
Jakob Steiner. lived from 1796 to 1863. Steiner was one of the greatest contributorsto projective geometry. Find out more at
http://www-groups.dcs.st-and.ac.uk/~history/Posters2/Steiner.html
Jakob Steiner lived from 1796 to 1863 Steiner was one of the greatest contributors to projective geometry. Find out more at
http://www-history.mcs.st-andrews.ac.uk/history/
Mathematicians/Steiner.html

3. JAKOB STEINER
Jakob Steiner (17961863) geometer
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4. Jakob Steiner
Steiner, Jakob (18.3.1796 1.4.1863) Lexika (Printausgaben) WWW-Informationen. Print-Biographien. Werk. Bibliographien
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5. Jakob Steiner Biography / Profile Of Jakob Steiner Biographies
Jakob Steiner Biography profile biographies life history
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6. Jacob Boehme Resources Forwarding Page
Resources for the academic study of the life, work, and world of Jacob Boehme
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7. Jakob Steiner
Bio search tips Encyclopedia. Steiner, Jakob y 'k p shti'nur Pronunciation Key. Steiner, Jakob , 17961863, Swiss mathematician.
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8. Biografia De Steiner, Jakob
Las figuras clave de la historia. Reportajes. Los protagonistas de la actualidad. Steiner, Jakob (Utzenstorf, 1796Berna, 1863) Matem tico suizo.
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9. Jakob Steiner
Ber hmte Mathematiker Jakob Steiner
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10. Jakob Steiner
Jakob Steiner (1796 1863) Matem tico e um dos maiores ge metras da hist ria nascido em Utzenstorf, Su a, de grande influ ncia e destaque
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11. Jakob Steiner
Jakob Steiner Ehe Kinder Anna Steiner ca. 1797 - Anna Maria Stark Jakob Steiner - -
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12. Jakob Steiner
Jakob Steiner. Steiner, Jakob (The Hutchinson Encyclopedia). Steiner,Jakob (17961863) (The Hutchinson Encyclopedia). Serving Up the Wireless Web.
http://www.infoplease.com/ce6/people/A0846624.html
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Sep 7, 2005

13. Bedeutende Mathematiker
Translate this page Lipschitz Rudolf (1832 - 1903, Bonn), steiner jakob (1796 - 1863, Bern).Markow Andrei (1856 - 1922, Petrograd), Abel Niels (1802 -1829, Froland, Norwegen)
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14. JAKOB STEINER
Jakob Steiner, Gesammelte Werke, 2 volumes, Prussian Academy of Sciences, Berlin,18811882. Reprinted, 1971, Chelsea, New York.
http://faculty.evansville.edu/ck6/bstud/steiner.html
Jakob Steiner (1796-1863) geometer
Among the well known objects in triangle geometry are the Steiner point and Steiner ellipse, named in honor of Jakob Steiner. The latter is the ellipse that passes through the three vertices of a triangle ABC and has the centroid of ABC as its center. This ellipse has not only the points A,B,C in common with the circumcircle of triangle ABC, but also a fourth point, namely, the Steiner point. The classical construction of the Steiner point (link below), however, does not depend on the Steiner ellipse. Steiner was one of the greatest of all geometers. Born to a farm family near Bern, Switzerland, at first his opportunities for education were meager. It is said that he first learned to write at the age of fourteen. However, within the next four years, his mathematical powers had been recognized, and he was permitted to attend the famous innovative school of Johann Heinrich Pestalozzi in Yverdon, Switzerland. Before reaching the age of twenty, he was teaching mathematics at the school. In 1818, Steiner moved to Heidelberg, Germany, where he gave private instruction in mathematics. Three years later, he moved to Berlin and continued teaching. There he became acquainted with N. H. Abel (as in

15. Jakob Steiner - Wikipedia, The Free Encyclopedia
Jakob Steiner (18 March 1796 – April 1, 1863) was a Swiss mathematician. Starting from simple elementary propositions, Steiner advances to the solution
http://en.wikipedia.org/wiki/Jakob_Steiner
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Jakob Steiner
From Wikipedia, the free encyclopedia.
Jakob Steiner 18 March April 1 ) was a Swiss mathematician He was born in the village of Utzendorf Canton of Bern . At eighteen he became a pupil of Heinrich Pestalozzi , and afterwards studied at Heidelberg . Thence he went to Berlin, earning a livelihood there, as in Heidelberg, by giving private lessons . Here he became acquainted with A. L. Crelle, who, encouraged by his ability and by that of N. H. Abel, then also staying at Berlin, founded his famous Journal (1826). After Steiner's publication (1832) of his Systematische Entwickelungen he received, through Jacobi's exertions, who was then professor at K¶nigsberg, an honorary degree of that university; and through the influence of G. J. Jacobi and of the brothers Alexander and Wilhelm von Humboldt a new chair of geometry was founded for him at Berlin (1834). This he occupied till his death, which took place in Bern on the 1st of April Steiner's mathematical work was confined to geometry . This he treated synthetically, to the total exclusion of analysis, which he hated, and he is said to have considered it a disgrace to

16. Steiner
Translate this page steiner jakob (1796 - 1863, Bern), Steiner.jpg (37226 Byte). zurück.
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Steiner Jakob (1796 - 1863, Bern) zurück

17. Astrologos Books, NY
, AS NEW Print-to-order B W REPRINT of original book......Author, steiner jakob. Title, Die Theorie Der Kegelschnitte. Volume 1.
http://www.astrologos.org/A_E/page000465.htm
Astrologos Books 1st Page Previous Page Back to Top Next Page ... Last Page Print-to-order black and white reprints of rare, hard-to-find and out of print books Author: Dress Walter. Title: Die Theologie Gersons. Description: Item No: M-72240A598665218 Price: Order now! Author: Steiner Jakob. Title: Die Theorie Der Kegelschnitte. Volume 1 Description: Item No: M-77905A608377422 Price: Order now! Author: Steiner Jakob. Title: Die Theorie Der Kegelschnitte. Volume 2 Description: Item No: M-77914A608377430 Price: Order now! Author: Bense Max. Title: Die Theorie Kafkas. Description: Item No: M-73054A598491236 Price: Order now! Author: Mergen Armand. Title: Die Tiroler Karrner. Description: Item No: M-21470A598937285 Price: Order now! Author: al-Biruni. Title: Die Trigonometrischen Lechren Des Persischen Astronomen Abu'l-Raihan Muh. Ibn Ahmad Albiruni. Edited By Carl Schoy. Description: Item No: M-23485A598904603 Price: Order now! Author: Rentrop Ernst. Title: Die Unehelichen Kinder. Description: Item No: M-33672A598737898 Price: Order now! Author: Baecklund Astrid.

18. Jakob_Steiner
http//library.thinkquest.org/22584/temh3028.htm Steiner, J. (17961863);{{MacTutor Biography id=Steiner}}. deJakob Steiner slJakob Steiner
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'''Jakob Steiner''' ( 18 March April 1 ) was a Swiss mathematician
He was born in the village of Utzendorf Canton of Bern . At eighteen he became a pupil of Heinrich Pestalozzi , and afterwards studied at Heidelberg . Thence he went to Berlin, earning a livelihood there, as in Heidelberg, by giving private lessons . Here he became acquainted with A. L. Crelle, who, encouraged by his ability and by that of N. H. Abel, then also staying at Berlin, founded his famous Journal (1826).
Wilhelm von Humboldt
a new chair of geometry was founded for him at Berlin (1834). This he occupied till his death, which took place in Bern on the 1st of April
Steiner's mathematical work was confined to geometry . This he treated synthetically, to the total exclusion of analysis, which he hated, and he is said to have considered it a disgrace to synthetical geometry if equal or higher results were obtained by analytical methods. In his own field he surpassed all his contemporaries. His investigations are distinguished by their great generality, by the fertility of his resources, and by such a rigour in his proofs that he has been considered the greatest geometrical genius since the time of Apollonius
In his ''Systemalische Entwickelung der Abhundgigkeit geometrischer Gestalten von einander'' he laid the foundation of modern synthetic geometry . He introduces what are now called the geometrical forms (the row, flat pencil etc), and establishes between their elements a one-one correspondence, or, as he calls it, makes them

19. Jakob Steiner - Linix Encyclopedia
deJakob Steiner slJakob Steiner. Retrieved from http//web.linix.ca/pedia/index.php/Jakob_Steiner . Categories 1796 births 1863 deaths Swiss
http://web.linix.ca/pedia/index.php/Jakob_Steiner
Jakob Steiner
Jakob Steiner 18 March April 1 ) was a Swiss mathematician He was born in the village of Utzendorf Canton of Bern . At eighteen he became a pupil of Heinrich Pestalozzi , and afterwards studied at Heidelberg . Thence he went to Berlin, earning a livelihood there, as in Heidelberg, by giving private lessons . Here he became acquainted with A. L. Crelle, who, encouraged by his ability and by that of N. H. Abel, then also staying at Berlin, founded his famous Journal (1826). After Steiner's publication (1832) of his Systematische Entwickelungen Wilhelm von Humboldt a new chair of geometry was founded for him at Berlin (1834). This he occupied till his death, which took place in Bern on the 1st of April Steiner's mathematical work was confined to geometry . This he treated synthetically, to the total exclusion of analysis, which he hated, and he is said to have considered it a disgrace to synthetical geometry if equal or higher results were obtained by analytical methods. In his own field he surpassed all his contemporaries. His investigations are distinguished by their great generality, by the fertility of his resources, and by such a rigour in his proofs that he has been considered the greatest geometrical genius since the time of Apollonius In his Systemalische Entwickelung der Abhundgigkeit geometrischer Gestalten von einander he laid the foundation of modern synthetic geometry . He introduces what are now called the geometrical forms (the row, flat pencil etc), and establishes between their elements a one-one correspondence, or, as he calls it, makes them

20. Galois Groups Of Enumerative Problems, Joe Harris
12 steiner jakob, Uber die Glachen Dritten Grades, Crelle s Journal. 13 H.Weber, Lehrbuch der Algebra, Chelsea Publishing Co., New York, 1941.
http://projecteuclid.org/Dienst/UI/1.0/Display/euclid.dmj/1077313717
Current Issue Past Issues Search this Journal Editorial Board ... Viewing Abstracts with MathML Joe Harris
Galois groups of enumerative problems
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Euclid Identifier: euclid.dmj/1077313717
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Digital Object Identifier (DOI): 10.1215/S0012-7094-79-04635-0 To Table of Contents for this Issue
References
[1] A. Altman and S. L. Kleiman, Foundations of the theory of Fano schemes , Compositio Math. Mathematical Reviews: Zentralblatt-MATH: [2] A. Cayley, A memoir on cubic surfaces Zentralblatt-MATH: [3] Alfred Clebsch

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