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Topic: Sergei Natanovich Bernstein

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	Bernstein Sergei (Site not responding. Last check: 2007-10-26)
		Sergei Bernstein graduated from high school in 1898.
		In 1918 Bernstein was awarded his Master's degree and then, in 1913, he received his second doctorate, this time from Kharkov.
		In 1911 he introduced what are now called the Bernstein polynomials to give a constructive proof of Weierstrass' theorem (1885), namely that a continuous function on a finite subinterval of the real line can be uniformly approximated as closely as we wish by a polynomial.
	www.mathsoc.spb.ru /pantheon/bernstei (406 words)

	wxyc, aircaft, mary hopkin, vivaldi, armstrong, accent, bernstein, bruckner, contrast, stevie wonder (Site not responding. Last check: 2007-10-26)
		Bernstein was appointed to his first permanent conducting post in 1943, as assistant conductor of the new york philharmonic.
		After harvard, bernstein completed a year of intensive training at the curtis institute in philadelphia with fritz reiner, a strict disciplinarian in the toscanini mold, who emphasized thorough preparation and insisted that the only way to understand a piece was to master every detail.
		Leonard bernstein in 1944 in november 1943, having recently been appointed assistant conductor of the new york philharmonic brian setzer orchestra, he made his conducting debut when bruno walter was ill he was an immediate success and became instantly famous, since the concert was nationally broadcast.
	aircheck.info /WXYC (1539 words)

	Bernstein polynomial - Wikipedia, the free encyclopedia
		In the mathematical subfield of numerical analysis, a Bernstein polynomial, named after Sergei Natanovich Bernstein, is a polynomial in the Bernstein form, that is a linear combination of Bernstein basis polynomials.
		Polynomials in Bernstein form were first used by Bernstein in a constructive proof for the Stone-Weierstrass approximation theorem.
		Bernstein polynomials thus afford one way to prove the Stone-Weierstrass approximation theorem that every real-valued continuous function on a real interval [a,b] can be uniformly approximated by polynomial functions over R.
	en.wikipedia.org /wiki/Bernstein_polynomial (498 words)

	Sergei Natanovich Bernstein - Wikipedia, the free encyclopedia
		Sergei Natanovich Bernstein (Russian: Сергей Натанович Бернштейн, sometimes Romanized as Bernshtein) (March 5, 1880 - October 26, 1968) was a Ukrainian mathematician who was born in Odessa, Ukraine and died in Moscow, USSR.
		His doctoral dissertation, submitted in 1904 to the Sorbonne, solved Hilbert's nineteenth problem on the analytic solution of elliptic differential equations.
		Sergei Natanovich Bernstein at the Mathematics Genealogy Project
	en.wikipedia.org /wiki/Sergei_Natanovich_Bernstein (123 words)

	Bernstein Litowitz (Site not responding. Last check: 2007-10-26)
		Bernstein polynomial - In the mathematical subfield of numerical analysis, a Bernstein polynomial, named after Sergei Natanovich Bernstein, is a polynomial in the Bernstein form, that is a linear combination of Bernstein basis polynomials.
		Henri Bernstein - Henri/Henry Bernstein, Henri/Henry-LÃ©on-Gustave-Charles Bernstein (June 20, 1876 - 1953) was a French playwright.
		Bernstein's inequality - In the mathematical theory of functional analysis, Bernstein's inequality, named after Sergei Natanovich Bernstein, is defined as follows.
	wo38.aamaa.info /bernsteinlitowitz.html (269 words)

	Bonnie Bernstein (Site not responding. Last check: 2007-10-26)
		Bernstein is the German word for amber, the fossil resin.
		Sergei Natanovich Bersntein — Ukrainian mathematician after whom the Bersntein polynomial and Burnstein 's inequality are named
		Commonly appearing connections are : Bonnie Bernstein, Bonnie Berstein, Bonnie Berstein, Bonnie Bianco, Bonnie Biggs, Bonnie Biggs, Bonnie Blair, Bonnie Blaire, Bonnie Blaire, Bonnie Blake, Bonnie Blake, Bonnie Blakely, Bonnie Blakely, Bonnie Blakely Nude, Bonnie Blakely Nude, Bonnie Blakey, Bonnie Blakey, Bonnie Blue, Bonnie Blue Flag, Bonnie Bracey
	www.super8filmmaking.com /tail/46170-bonnie-bernstein.html (442 words)

	S.N. Bernstein
		Weierstrass' theorem (1885), namely that a continuous function on a finite subinterval of the real line can be uniformly approximated as closely as we wish by a polynomial.
		V S Videnskii, Sergei Natanovich Bernstein- founder of the constructive theory of functions (Russian), Uspekhi matematicheskikh nauk 16 (2) (98) (1961), 21-24.
		A N Kolmogorov, Ju V Linnik, Ju V Prohorov and O V Sarmanov, Sergei Natanovich Bernstein (Russian), Teor.
	www.sbg.ac.at /mat/staff/revers/revers07.html (488 words)

	[No title] (Site not responding. Last check: 2007-10-26)
		Bernstein, S. Démonstration du Théorème de Weierstrass fondée sur le calcul des Probabilités, Comm.
		This is Bernstein's famous paper where he presented a probabilistic proof of the Weierstrass Theorem, and introduced what we today call Bernstein polynomials.
		Bernstein, S. Sur les recherches récentes relatives à la meilleure approximation des fonctions continues par les polynômes, in Proc.
	www.math.technion.ac.il /hat/ber.html (229 words)

	Bernstein_Sergi biography (via CobWeb/3.1 planetlab1.cs.wisc.edu) (Site not responding. Last check: 2007-10-26)
		In 1908 Bernstein was awarded his Master's degree and then, in 1913, he received his second doctorate, this time from Kharkov.
		In 1911 he introduced what are now called the Bernstein polynomials to give a constructive proof of Weierstrass's theorem (1885), namely that a continuous function on a finite subinterval of the real line can be uniformly approximated as closely as we wish by a polynomial.
		Some of Bernstein's most important work was in the
	www.gap-system.org.cob-web.org:8888 /~history/Biographies/Bernstein_Sergi.html (406 words)

	Pulskamp intellectual geneology. (Site not responding. Last check: 2007-10-26)
		Neyman had also attended the University of Kharkov, Ukraine from 1912 to 1921 where he learned probability theory and statistics (with applications to agriculture) from Sergei Bernstein and where he became acquainted with Karl Pearson's Grammar of Science.
		Bernstein taught at Kharkov from 1907 to 1933.
		Bernstein's dissertation at Paris was a solution of Hilbert's 19th Problem.
	cerebro.xu.edu /math/geneology/pulskamp/pulskamp.html (346 words)

	Boers And Bernstein (Site not responding. Last check: 2007-10-26)
		Logical conjunction (usual symbol Anx) is a logicaloperator that results in true if both of the operands are true.
		Here is an example of an argument that fits the form conju...
		Sergei Natanovich Bernstain — Ukrainian mathematician after whom the Bernsteni polynomial and Bernwtein 's inequality are named
	www.super8filmmaking.com /tail/36746-boers-and-bernstein.html (428 words)

	Bernstein polynomial (Site not responding. Last check: 2007-10-26)
		The polynomial occurred as result of the work of Sergei Natanovich Bernstein, an Ukrainian mathematician (1880-1968).
		Bernstein introduced the curve in 1911, using it for a constructive proof for the Stone-Weierstrass approximation theorem.
		Paul de Faget de Casteljau used the polynomials for the approximation of curves, for the French car company Citroën.
	www.2dcurves.com /polynomial/polynomialb.html (210 words)

	Bernstein's inequality - Wikipedia, the free encyclopedia
		In the mathematical theory of functional analysis, Bernstein's inequality, named after Sergei Natanovich Bernstein, is defined as follows.
		Let P be a polynomial of degree n with derivative P′.
		The inequality is named after Sergei Natanovich Bernstein and finds uses in the field of approximation theory.
	en.wikipedia.org /wiki/Bernstein's_inequality (109 words)

	Alliance Bernstein (Site not responding. Last check: 2007-10-26)
		David Alliance, Baron Alliance - David Alliance, Baron Alliance, GBE (born 15 June 1932, Kashan, Iran) is an Iranian-born Jewish-British businessman and a Liberal Democrat politician.
		Alliance Bernstein - Alliance Bernstein Sporting Goods Directory We list thousands of sporting goods stores.
		www.moresportinggoods.com Bernstein polynomial - In the mathematical subfield of numerical analysis, a Bernstein polynomial, named after Sergei Natanovich Bernstein, is a polynomial in the...
	shapes.vvvvvv3.com /alliancebernstein.html (500 words)

	[No title]
		BernsteinFelix +------------------------------------------------------------ BernsteinFelix Bernstein Felix (1878-1956) +------------------------------------------------------------
		Chernikov +------------------------------------------------------------ Chernikov Chernikov Sergei (1912-1987) +------------------------------------------------------------
		Fomin +------------------------------------------------------------ Fomin Fomin Sergei (1917-1975) +------------------------------------------------------------
	www.math.harvard.edu /~knill/sofia/data/mathematicians.txt (6427 words)

	Historia Matematica Mailing List Archive: Re: [HM] on dependenc
		In reply to: George Zeliger: "Re: [HM] on dependencies of events in probability theory"
		As to Sergei Natanovich Bernstein I have his book published in 1934 in my
		> Natanovich Bernstein published in 1934 by GTTI (Gos.
	sunsite.utk.edu /math_archives/.http/hypermail/historia/jul00/0090.html (341 words)

	[No title]
		I would appreciate hearing of any additional changes.] Names sorted by year of birth (some are guesses) 05 Nikolskii, Sergei Mickhailovich (b.
		41A) is not the Felix Bernstein of the set theory Schroeder-Bernstein theorem; S.N. Bernstein seems a closer fit.
		Bernstein, Sergei Natanovich (1880-1968) P7b [See also the MacTutor archive article] 92j:01057 Bogolyubov, A. Serge\u\i Natanovich Bernshte\u\i n.
	www.math.niu.edu /~rusin/known-math/98/MSC.names (10614 words)

	The Mathematics Genealogy Project - Sergej Bernstein (Site not responding. Last check: 2007-10-26)
		Click here to see the students listed in chronological order.
		According to our current on-line database, Sergej Bernstein has 1 students and 1 descendants.
		If you have additional information or corrections regarding this mathematician, please use the update form.
	www.genealogy.ams.org /html/id.phtml?id=53459 (88 words)

	History of Approximation Theory
		For them you will need an appropriate Adobe Acrobat reader which you probably have.
		The original is an expanded form of the survey paper by N. Akhiezer with the same title which appeared in Uspekhi Mat.
		Andreev, A., Berdyshev, V. I., Bojanov, B., Kashin, B. Konyagin, S. V., Nikolskii, S. M., Oskolkov, K. Petrushev, P., Sendov, Bl., Telyakovskii, S. A., and V. Temlyakov, In memory of Sergei Borisovich Stechkin [1920-1995], East J. Approx.
	www.cs.wisc.edu /~deboor/HAT/articles.html (1718 words)

	INDEX (Site not responding. Last check: 2007-10-26)
		Agee, Brian G. Ageev, Sergei A. Aggarwal, J. Aghetta, Louis Antoine
		Bernshchteïn, S. Bernshtein, S. Bernstein, Allen R. Bernstein, Dorothy L. Bernstein, Felix
		Bernstein, S.N. Bernstein, Sergei N. Bernstein, Sergi Natanovich
	www.cwi.nl /library/pictures/names.html (594 words)

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