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Topic: Ernst Steinitz

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	Steinitz biography
		Steinitz made a number of conjectures which were later proved by Hall.
		Steinitz is most famous for work which he published in 1910.
		Steinitz also worked on polyhedra and his manuscript on the topic was edited by Rademacher in 1934 after his death.
	www-history.mcs.st-and.ac.uk /history/Biographies/Steinitz.html (351 words)

	Steinitz (Site not responding. Last check: 2007-10-13)
		In the following year Steinitz submitted his doctoral thesis to Breslau and, the following year, he was appointed Privatdozent at the Technische Hochschule Berlin - Charlottenburg.
		These results were given by Steinitz in 1900, when he was a Privatdozent at the Technische Hochschule Berlin - Charlottenburg, at the annual meeting of the Deutsche Mathematiker - Vereinigung in Aachen.
		Steinitz also worked on polyhedra and his manuscript on the topic was edited by
	www.educ.fc.ul.pt /icm/icm2003/icm14/Steinitz.htm (300 words)

	Ernst Steinitz - Wikipedia, the free encyclopedia
		Ernst Steinitz (June 13, 1871 – September 29, 1928) was an German mathematician.
		In 1910 Steinitz published the very influential paper Algebraische Theorie der Körper (German: Algebraic Theory of Fields).
		Ernst Steinitz, Algebraische Theorie der Körper Crelle's Journal (1910), 167–309
	en.wikipedia.org /wiki/Ernst_Steinitz (126 words)

	Feature Column
		In a rather curious situation, the solution to this problem, finding conditions on a graph that it be isomorphic to (have the same structure as) the vertex-edge graph of a convex 3-dimensional polyhedron, was completely answered in the early part of the 20th century.
		Steinitz's work was published in German and, unfortunately, did not become widely known for quite some time.
		Whereas there were almost no mentions of what Steinitz had done between the time when Steinitz published his original theorem and Grünbaum's reformulation, after the reformulation there was a flood of new results.
	e-math.ams.org /featurecolumn/archive/eulers-formulaII.html (4676 words)

	Atlas: Ernst Steinitz and Friedrich Wilhelm Levi - German Jewish mathematicians and their families in the 19th and 20th ... (Site not responding. Last check: 2007-10-13)
		Atlas: Ernst Steinitz and Friedrich Wilhelm Levi - German Jewish mathematicians and their families in the 19th and 20th centuries by Harald Gropp
		Ernst Steinitz (1871-1928) worked in Breslau, Berlin, and Kiel in the areas of field theory, polyhedra, and combinatorics.
		In both cases of Steinitz and Levi the interrelation of biography and work as well as of mathematics and politics related to war is discussed.
	atlas-conferences.com /cgi-bin/abstract/caqo-46 (198 words)

	Ernie R. and Lotti M. S. Sears Plant Growth Facility
		Lotti Maria Steinitz was born on May 2, 1916, in Berlin, Germany.
		Lotti's father, Dr. Ernst Steinitz, was stationed at the eastern front.
		In 1920, Dr. Steinitz was appointed head of internal medicine at the municipal hospital.
	www.missouri.edu /~news/information/Searsbio.html (3234 words)

	Amazon.com: "Ernst Steinitz": Key Phrase page (Site not responding. Last check: 2007-10-13)
		Another paper of great influence in the trend to abstraction was Ernst Steinitz's (1871-1928) work on the algebraic theory of fields, which appeared in the winter 1909-1910 and had been motivated by Kurt...
		The key lemma, due to Ernst Steinitz, is that an algebraically closed field is uniquely determined (up to isomorphism) by its characteristic and its transcendence degree-the cardinality...
		The 39-year-old Ernst Steinitz attended to this matter in a huge paper published in Crelle's journal in 1910;...
	www.amazon.com /phrase/Ernst-Steinitz (467 words)

	Fields, Finite Fields (Galois Fields) and Skew Fields - Numericana
		Fields became a primary focus of investigation in their own right with the joint work of Leopold Kronecker (1823-1891) and Richard Dedekind (1831-1916).
		Ernst Steinitz (1871-1928) published an axiomatic definition of fields in 1910:
		A field is a commutative ring in which every element but "zero" (the neutral element for addition) has a multiplicative inverse (a reciprocal).
	home.att.net /~numericana/answer/fields.htm (3657 words)

	Amazon.com: "Ernst Mohr": Key Phrase page (Site not responding. Last check: 2007-10-13)
		This applies, for example, to Ulrich Graf (1908- 1954), Wolfgang Haack (1902), Karl Jaeckel (1908-1984), Arthur Korn (1870-1945), Ernst* Mohr (1910), Ernst* Steinitz (1871-1928), and Werner Schmeidler (1890-1969).1 Up until 1917 the ordinary professorship ("Ordinariat")...
		Wolfgang Haack from the Hahn-Meitner Institute and Ernst Mohr from the Technical University.
		During the years that followed, Erhard Meister was engaged in teaching, research and administration.
	www.amazon.com /phrase/Ernst-Mohr (538 words)

	Germany's Jewish Knights of the Air - 2
		He flew long-range reconnaissance missions and later received fighter pilot training and served with Jagdgeschwader 3, Jagdstaffel 26, and Kest 2.
		During the war Beckhardt received the Iron Cross (First Class), the House Order of Hohenzollern with Swords, the Hessian Medal of Bravery, the Hessian Order of Ernst Ludwig, the aviator's badge, a silver cup for bravery, and various badges for accomplishments and wounds.
		After Germany lost the war, Beckhardt refused to deliver his plane over to the enemy and instead flew it to Switzerland.
	people.sinclair.edu /thomasmartin/knights/index2.htm (1773 words)

	References
		Art of Maurits Cornelis Escher with commentary by Ernst on Escher's life and art, including several pages on his use of polyhedra.
		Ernst Haeckel, Art Forms in Nature, 1904, Dover reprint, 1974.
		Ernst Steinitz and Hans Rademacher, Vorlesungen uber die Theorie der Polyeder, Springer, Berlin, 1934.
	www.georgehart.com /virtual-polyhedra/references.html (5144 words)

	8th Grade (Site not responding. Last check: 2007-10-13)
		Â· Franz Ernst Neumann (1798-1895) SB MT Â· Gu Guanjuang (1799-1862)
		Â· Joseph-Ãmile Barbier (1839-1889) SB Â· Ernst* Kossak (1839-1902)
		Â· Ernst Hellinger (1883-1950) SB MT Â· Nikolai Nikolaevich Luzin (1883-1950) SB MT Â· Richard Von Mises (1883-1953) SB MT Â· Aleksandr Ivanovich Nekrasov (1883-1957) SB Â· Eric Temple Bell (1883-1960) SB *MT Â· Henry Sheffer (1883-1964)
	mslombardo.freehosting.net /catalog.html (4626 words)

	[No title] (Site not responding. Last check: 2007-10-13)
		Time: 12:10 PM Abstract: The theme by Georg Friedrich Bernhard Riemann (1826-1866) relates to the set of possible sums of the various re-orderings of a conditionally convergent series of real numbers - for example, 1 - 1/2 + 1/3 - 1/4 + 1/5 - 1/6 +...
		This mid-19th century theme was generalized in the beginning of the 20th century (by Paul Levi and Ernst Steinitz) to the context of series whose summands are elements in a finite dimensional vector space (real or complex).
		The lecture will discuss this, and some of its sequels.
	www.math.technion.ac.il /~techm/20031216121020031216mor (182 words)

	Bulletin of the American Mathematical Society (New Series), 2000; 37 (1)
		BOOK REVIEWS - Lehrbuch der Topologie / Tucker, A W / Seifert, H / Threlfall, W
		BOOK REVIEWS - Vorlesungen über die Theorie der Polyeder unter Einschluss der Elemente der Topologie by Ernst Steinitz / Tucker, A W / Rademacher, Hans
		BOOK REVIEWS - Topologie I / Tucker, A W / Alexandroff, Paul / Hopf, Heinz
	www.ucm.es /BUCM/compludoc/W/10001/02730979_1.htm (864 words)

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