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         Lindemann Ferdinand Von:     more detail
  1. Vorlesungen Über Geometrie, Von Alfred Clebsch. Bearbeitet Und Herausgegeben Von Dr. Ferdinand Lindemann, Mit Einem Vorworte Von Felix Klein. by Alfred Clebsch, 2006-09-13
  2. Vorlesungen über Geometrie mit Besonderer Benutzung der Vorträge. Bearbeitet und Herausgegeben von Dr. Ferdinand Lindemann. Zweite, Vermehrte Auflage. Lieferungen 1 and 2. (German) by A ; Lindemann, Ferdinand [Ed] Clebsch, 1906-01-01
  3. Gedachtnissrede Au Philipp Ludwig Von Seidel by Ferdinand Lindemann, 1898-01-01

21. The Mathematics Genealogy Project - C. L. Ferdinand Lindemann
Gerhard von Poellnitz, LudwigMaximilians-Universität München, 1914 According toour current on-line database, CL ferdinand lindemann has 47 students
http://www.genealogy.math.ndsu.nodak.edu/html/id.phtml?id=7404&fChrono=1

22. Ferdinand Von Lindemann - Wikipedia, The Free Encyclopedia
ferdinand Victor Eugene Delacroix definition of ferdinand Victor ferdinand VII of Spain ferdinand VII of Spain ferdinand von Freiligrath ferdinand von Hochstetter ferdinand von Lindeman ferdinand von lindemann
http://en.wikipedia.org/wiki/Ferdinand von Lindemann
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Ferdinand von Lindemann
From Wikipedia, the free encyclopedia.
Carl Louis Ferdinand von Lindemann April 12 March 6 ) was a German mathematician , noted for his proof, published in , that is a transcendental number , i.e., it is not a zero of any polynomial with rational coefficients.
Contents
edit
Early life and education
Lindemann was born in Hanover Germany . His father, Ferdinand Lindemann, taught modern languages at a Gymnasium in Hanover. His mother, Emilie Crusius, was the daughter of the Gymnasium's headmaster. The family later moved to Schwerin , where young Ferdinand attended school. He studied mathematics at G¶ttingen Erlangen , and Munich . At Erlangen he received a doctorate, supervised by Felix Klein , on non-Euclidean geometry edit
Transcendentality proof
In , he published the result for which he is best known, the transcendentality of π. His methods were similar to those used nine years earlier by Charles Hermite to show that e , the base of natural logarithms , is transcendental. Before the publication of Lindemann's proof, it was known that

23. Ferdinand Victor Eugene Delacroix - Definition Of Ferdinand Victor Eugene Delacr
ferdinand von Freiligrath ferdinand von Hochstetter ferdinand von Lindeman ferdinand von lindemann ferdinand von Mueller ferdinand von Müller
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Cite / link Email Feedback Thesaurus Legend: Synonyms Related Words Antonyms Noun Ferdinand Victor Eugene Delacroix - French romantic painter (1798-1863) Delacroix Eugene Delacroix painter - an artist who paints Mentioned in References in classic literature No references found No references found Dictionary/thesaurus browser Full browser Ferdinand III Ferdinand Joseph La Menthe Morton Ferdinand Julius Cohn Ferdinand Magellan ... Ferdinand V Ferdinand Victor Eugene Delacroix Ferding Ferdness fere Fere phenomenon ... Ferdinand Victor Eugen Delacroix Ferdinand Victor Eugene Delacroix Ferdinand VII Ferdinand VII Ferdinand VII of Spain Ferdinand VII of Spain ... Ferdinand, Baron Von Richthofen

24. Enciclopedia :: 100cia.com
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26. Rudolf Fritschs Retrospektive Zu Den Jahren 2001, 2002, 2003 Und 2004
Translate this page 24.05.2001, Zur Biographie von ferdinand lindemann, Rektor der Albertina im Geburtstag von ferdinand lindemann Vortrag im Rahmen des Vortragzyklus A.
http://www.mathematik.uni-muenchen.de/~fritsch/retro.html
Rudolf Fritschs Retrospektive zu den Jahren 2001, 2002, 2003 und 2004
Some Ideas for Teaching Spatial Geometry
Mathematics Colloquium Series, University of Central Florida
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Hilton Seminar, University of Central Florida Concurrent Cevians in Tetrahedra and some related aspects of the Geometry of the Tetrahedron
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Memorial University of Newfoundland ... Summer School "Lebendige Mathematik" vom 30. Juli bis 3. August 2001 5th International Conference on Geometry and Applications vom 24. bis 29. August 2001 Landessiegerehrung des Bundeswettbewerbs Mathematik 2001 am 3. Dezember 2001
Kolloquium im Fachbereich Mathematik der The 150th Birthday of the Four Colour Problem - Theorem
Seminario di Geometria Combinatoria "Giuseppe Tallini"
des Dipartimento di Matematica, Istituto "Guido Castelnuovo" der Università degli Studi di Roma "La Sapienza"

27. Lindemann
Translate this page lindemann, ferdinand von, deutscher Mathematiker * 12. 4. 1852 Hannover, † 1. 4.1939 München. Arbeitsgebiete Geschichte der Mathematik, Algebra
http://www.studienseminare-duesseldorf.nrw.de/sekundI/Seminare/Mathe/Kaleidoskop
Zurück zur Übersicht Biografien Lindemann , Ferdinand von, deutscher Mathematiker
Arbeitsgebiete: Geschichte der Mathematik, Algebra Lindemann lehrte in Freiburg i. Br., Königsberg u. München; er bewies 1882 die Transzendenz der Kreiszahl pi und damit die Unmöglichkeit der Quadratur des Kreises mit Zirkel und Lineal; ferner veröffentlichte er Arbeiten über die Entwicklungsgeschichte der Ziffern, algebraische Gleichungen, Spektrallinien.

28. Carl Louis Ferdinand Von Lindemann
Carl Louis ferdinand von lindemann (1852 1939) was a German mathematician,noted for his proof, published in 1882, that pi is a transcendental number,
http://www.fact-index.com/c/ca/carl_louis_ferdinand_von_lindemann.html
Main Page See live article Alphabetical index
Carl Louis Ferdinand von Lindemann
Carl Louis Ferdinand von Lindemann ) was a German mathematician, noted for his proof, published in , that is a transcendental number , i.e., it is not a zero of any polynomial with rational coefficients. His methods were similar to those used nine years earlier by Charles Hermite to show that e , the base of natural logarithms , is transcendental. Before the publication of Lindemann's proof, it was known that if squaring the circle by straightedge and compass could not be solved. See also Lindemann-Weierstrass theorem This article is a stub. You can help Wikipedia by fixing it. For example, who proved the resulted asserted above to have been known before Lindemann's proof?
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29. Lexikon: Ferdinand Von Lindemann - Begriff

http://lexikon.donx.de/?action=details&show=Ferdinand von Lindemann

30. Lexikon: Fe - Begriff
ferdinand von Fürstenberg ferdinand vonLüninck ferdinand von lindemann ferdinand von Lüninck
http://lexikon.donx.de/?show=Fe

31. March 6 - Today In Science History
ferdinand von lindemann. (source), Died 6 Mar 1939 (born 12 Apr 1852) (Carl Louis)ferdinand von lindemann was a German mathematician who was the first to
http://www.todayinsci.com/3/3_06.htm
Visit our new gallery of Perpetual Motion Machines through the centuries
MARCH 6 - BIRTHS Valentina Tereshkova
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Born 6 Mar 1937
Soviet cosmonaut who was the first woman to fly in space, and is the only solo woman. She had worked in tyre and textile factories. She was selected (1961) as a cosmonaut for her expert skill in parachuting. She trained in a special woman-in-space program, and was the only one of the four women participants to complete a space mission. She was launched in Vostok 6 on 16 Jun 1963, two days after Valery F. Bykovsky in Vostok 5.
(source)
Born 6 Mar 1898 (death reported 5 Oct 1982)
French archaeologist who was the first excavator at Ras Shamra in Syria. The site, Ugarit , dates back to the sixth or seventh millennium B.C. nestled in the shadow of the Jebel al-Aqra (Mount Sanpanu) by the Mediterranean Sea, 10-km north of present-day Syrian port, Latakia. It was discovered [Image: view of a small section of the ruins at Ugarit.]
Vounous: C.F.A. Schaeffer's Excavations...
by Anne-Elizabeth Dunn-Vaturi, Claude F.-A. Schaeffer, et al. Benton MacKaye
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Born 6 Mar 1879; died 11 Dec 1975.

32. March 1 - Today In Science History
ferdinand von lindemann. (source), Died 1 Mar 1939 (born 12 April 1852) (CarlLouis) ferdinand von lindemann was a German mathematician who was the first to
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Visit our new gallery of Perpetual Motion Machines through the centuries
MARCH 1 - BIRTHS Seymour Papert
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Born 1 Mar 1928
Computer scientist who invented the Logo computer programming language, an educational computer programming language for children. He studied under Piaget, absorbing his educational theories. He has studied ways to use mathematics to understand better how children learn and think, and about the ways in which computers can aid in a child's learning. With Marvin Minsky, he co-founded the Artificial Intelligence Lab at MIT. In the mid-80’s he worked in Costa Rica to develop a nationwide program of intensive computer use throughout the public education system. Costa Rica, which now has the highest literacy rate in the Americas, continues to serve as a model for large-scale deployment of computer technology in education. Archer Martin
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Born 1 Mar 1910, died 28 Jul 2002.
Archer J(ohn) P(orter) Martin was the British biochemist who was awarded (with R.L.M. Synge) the Nobel Prize for Chemistry in 1952 for development of paper partition chromatography using two different liquids moving at right angles. This quick and economical analytical technique separates the different components of a mixture, permitting their identification and analysis. As a new tool, it provided extensive advances in chemical, medical, and biological research. In 1941 Martin and Synge had realized that the partition of a solute between a gas and a liquid was possible, but it was in the early 1950s that Martin developed the technique of gas-liquid chromatography with A. T. James.

33. Freiburger, Überregionale & Internationale Preise - Zentrale Verwaltung Der Uni
Translate this page Carl Louis ferdinand von lindemann (1852 – 1939), Mathematiker. Lehrte in Freiburgvon 1877 (ab 1879 als Ordinarius) bis 1883, als er nach Königsberg
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34. Lindemann-Weierstrass Theorem -- Facts, Info, And Encyclopedia Article
The theorem is named for (Click link for more info and facts about ferdinand vonlindemann) ferdinand von lindemann, who proved the particular result that p
http://www.absoluteastronomy.com/encyclopedia/l/li/lindemann-weierstrass_theorem
Lindemann-Weierstrass theorem
[Categories: number theory, Theorems, Exponentials]
In (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics , the Lindemann-Weierstrass theorem n are algebraic numbers which are (Click link for more info and facts about linearly independent) linearly independent over the (An integer or a fraction) rational number s, then are algebraically independent over the (Root of an algebraic equation with rational coefficients) algebraic number s; in other words the set has (Click link for more info and facts about transcendence degree) transcendence degree n n are distinct algebraic numbers then are linearly independent over the algebraic numbers.
The theorem is named for (Click link for more info and facts about Ferdinand von Lindemann) Ferdinand von Lindemann (Click link for more info and facts about Karl Weierstraß) Karl Weierstraß
Transcendence of e
The transcendence of (The 5th letter of the Roman alphabet) e and e is transcendental. Using the other formulation we can argue that if is a set of distinct algebraic numbers, then the set = is linearly independent over the algebraic numbers, and so e is immediately seen to be transcendental. In particular

35. Transcendental Number -- Facts, Info, And Encyclopedia Article
In 1882, Quick Facts about ferdinand von lindemann Quick Summary not found forthis subjectferdinand von lindemann published a proof that the number Quick
http://www.absoluteastronomy.com/encyclopedia/t/tr/transcendental_number.htm
Transcendental number
[Categories: Transcendental numbers]
In (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics , a transcendental number is any (A real number that cannot be expressed as a rational number) irrational number that is not an (Root of an algebraic equation with rational coefficients) algebraic number , i.e., it is not the solution of any (A mathematical expression that is the sum of a number of terms) polynomial equation of the form
where n a i are (Any of the natural numbers (positive or negative) or zero) integer s (or, equivalently, (Click link for more info and facts about rationals) rationals ), not all 0.
The set of algebraic numbers is (Click link for more info and facts about countable) countable while the set of all real numbers is (Click link for more info and facts about uncountable) uncountable ; this implies that the set of all transcendental numbers is also (Click link for more info and facts about uncountable) uncountable , so in a very real sense there are many more transcendental numbers than algebraic ones. However, only a few classes of transcendental numbers are known and proving that a given number is transcendental can be extremely difficult.
The existence of transcendental numbers was first proved in 1844 by (Click link for more info and facts about Joseph Liouville) Joseph Liouville , who exhibited examples, including the (Click link for more info and facts about Liouville constant) Liouville constant
in which the

36. Mathematical Lineage
Carl Louis ferdinand von lindemann , 18521939 Habilitation in 1873 fromFriedrich-Alexander-Universitat, Erlangen-Nurnberg Advisor Felix Klein
http://www.math.umd.edu/~lvrmr/Lineage/index.shtml
My Mathematical Lineage
I am a Kleinian through Hilbert. Going back further, one can argue with somewhat less certainty that I am a Lagrangian through Klein. Tracing backwards, my lineage is Remarkably, Felix Klein seems to have been the sole habilitation student of each of his two advisors:

37. Mathematical Mysteries: Transcendental Meditation
ferdinand von lindemann. The result was proved in 1882 by German mathematicianferdinand von lindemann but amazingly amateur mathematicians have continued
http://plus.maths.org/issue21/xfile/
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Permission is granted to print and copy this page on paper for non-commercial use. For other uses, including electronic redistribution, please contact us. Issue 21 September 2002 Contents Features Safety in numbers Beyond reasonable doubt Tying it all up Blast it like Beckham? Career interview Career interview: Games developer Regulars Plus puzzle Pluschat Mystery mix Reviews 'The Queen's Conjuror' 'Archimedes' 'Mathematical reflections and vistas' 'How long is a piece of string?' ...
posters! September 2002 Regulars
Mathematical mysteries: Transcendental meditation
by Helen Joyce
How would you like your maths displayed?
If the character p doesn't look like the greek letter "pi", and the character isn't a square root sign, an alternative version of this page is available that should work with most browsers.
New numbers from old
Leopold Kronecker Nineteenth-century German mathematician Leopold Kronecker once said God created the integers, all the rest is the work of man.

38. ULISSE - Muore Carl Louis Ferdinand Von Lindemann
Translate this page Titolo. Muore Carl Louis ferdinand von lindemann. Credits. Elvira Giannattasio.Immagine. img_2-3-2005_16-32-15-967.jpg
http://ulisse.sissa.it/SingleImageProfile.jsp?imageCod=113311744

39. ULISSE - Nella Rete Della Scienza
Translate this page Nasce Carl Louis ferdinand von lindemann (1852-1939), matematico tedesco che hamostrato che p è un numero trascendente e quindi il cerchio non può essere
http://ulisse.sissa.it/og050408.jsp

40. Ferdinand Von Lindemann Biography .ms
ferdinand von lindemann. Carl Louis ferdinand von lindemann (April 12, 1852 March 6 1939) was a deferdinand von lindemann plferdinand lindemann
http://www.biography.ms/Ferdinand_von_Lindemann.html
Ferdinand von Lindemann
Carl Louis Ferdinand von Lindemann April 12 March 6 ) was a German mathematician , noted for his proof, published in , that is a transcendental number , i.e., it is not a zero of any polynomial with rational coefficients.
Early life and education
Lindemann was born in Hannover Germany . His father, Ferdinand Lindemann, taught modern languages at a Gymnasium in Hannover. His mother, Emilie Crusius, was the daughter of the Gymnasium's headmaster. The family later moved to Schwerin , where young Ferdinand attended school. He studied mathematics at Göttingen Erlangen , and Munich . At Erlangen he received a doctorate, supervised by Felix Klein , on non-Euclidean geometry
Transcendence proof
Related Links In Charles Hermite to show that e , the base of natural logarithms , is transcendental. Before the publication of Lindemann's proof, it was known that if squaring the circle by straightedge and compass could not be solved.
Other
David Hilbert See also Lindemann-Weierstrass theorem
de:Ferdinand von Lindemann pl:Ferdinand Lindemann A B C D ... Home page

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