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	Bombieri biography
		Bombieri studied with G Ricci in Milan and then went to Trinity College, Cambridge where he studied with H Davenport.
		Bombieri applied his improved large sieve method to prove what is now called "Bombieri's mean value theorem", which concerns the distribution of primes in arithmetic progressions.
		In 1966 Bombieri was appointed to a chair of mathematics at the University of Pisa.
	www-groups.dcs.st-and.ac.uk /~history/Biographies/Bombieri.html (804 words)

	Lista delle pubblicazioni di Enrico Bombieri
		Bombieri, Enrico; Mueller, Julia On a conjecture of Siegel.
		Bombieri, Enrico; Husemoller, Dale Classification and embeddings of surfaces.
		Bombieri, Enrico On a theorem of van Lint and Richert.
	www.unipi.it /ateneo/comunica/cerimonie/honoris/pubblicazioni.htm (1836 words)

	November 26 - Today in Science (Site not responding. Last check: 2007-10-08)
		Italian mathematician who was awarded the Fields Medal in 1974 for his major contributions to the study of the prime numbers, to the study of univalent functions and the local Bieberbach conjecture, to the theory of functions of several complex variables, and to the theory of partial differential equations and minimal surfaces.
		"Bombieri's mean value theorem", which concerns the distribution of primes in arithmetic progressions which is obtained by an application of the methods of the large sieve.
		In 1996 Bombieri was elected to membership of the National Academy of Sciences.
	www.todayinsci.com /11/11_26.htm (3610 words)

	Big Ideas. Big Thinkers. Enrico Bombieri \| Thirteen/WNET
		Enrico Bombieri is the IBM von Neumann Professor of Mathematics at the Institute for Advanced Study in Princeton, New Jersey.
		Professor Bombieri is regarded as one of the world's leading authorities on number theory and analysis.
		He was cited for his work in both number theory, the study of integers and their relation to one another, and minimal surfaces, the study of multidimensional surfaces.
	www.thirteen.org /bigideas/bombieri.html (311 words)

	About the Institute (Site not responding. Last check: 2007-10-08)
		Enrico Bombieri is one of the world’s leading authorities on number theory and analysis.
		His work ranges from analytic number theory to algebra and algebraic geometry, and the partial differential equations of minimal surfaces.
		Some of the above topics, in particular those related to prime number theory, have potential practical applications to cryptography and security of data transmission and identification.
	www.ias.edu /About/faculty/bombieri.php (115 words)

	Table of contents for Library of Congress control number 98108272 (Site not responding. Last check: 2007-10-08)
		Subvarieties of linear tori and the unit equation A survey E. Bombieri 2.
		Remarks on the analytic complexity of zeta functions E. Bombieri 3.
		Normal distribution of zeta functions and applications E. Bombieri and A. Perelli 4.
	www.loc.gov /catdir/toc/cam027/98108272.html (301 words)

	U of M Will Conduct Sixth Annual Mathematics Lecture
		The focal point of the two-day event is the Paul Erdös Memorial Lecture, given each year by an internationally renowned scholar.
		This year's speaker will be Dr. Enrico Bombieri, a Fields Medalist from the Institute of Advanced Study at Princeton.
		With the exception of Bombieri's talk, all lectures will take place in Room 351, Winfield Dunn Hall.
	www.memphis.edu /newsarchive/feb02/erdos.html (304 words)

	Research Magazine :: Summer 1994 : Divide and Conquer
		Granville and Friedlander applied this realization to work by Bombieri, who was awarded the Fields Medal -- the math equivalent of the Nobel Prize -- for showing that primes almost always occur within the expected range of numbers.
		Prime numbers and smooth numbers came together again at this year's International Congress of Mathematicians in Zurich, where Granville and Pomerance were invited to speak about their work.
		"It is very rare to have two speakers in closely related fields from the same university, and this in itself shows the high degree of recognition in international circles obtained by the number theory group at the University of Georgia," Bombieri said.
	www.ovpr.uga.edu /researchnews/94su/number.html (790 words)

	Town Topics
		Donata Bombieri, 36, of Haddonfield, died peacefully in her sleep on July 7 in the Compassionate Care Hospice Unit at St. Francis Medical Center, Trenton.
		She attended Bancroft School in Haddonfield and then lived in a Bancroft Neurohealth group home with continuing education in vocational and living skills.
		She was the only daughter of Susan Bombieri of Princeton and Enrico Bombieri of Cranbury.
	www.towntopics.com /jul1305/obits.html (892 words)

	[No title]
		S.Salerno: "A note on Bombieri's theorem in short intervals", Rapporto Interno Ist.
		A,Perelli, J.Pintz and S.Salerno: “Bombieri's theorem in short intervals", Ann.
		A.Perelli, J.Pintz and S.Salerno: "Bombieri's mean value theorem for short intervals", Rapporto Interno Ist.
	www.crmpa.it /centroeccellenza/coordinatore/pubblicazioni.asp (1755 words)

	Big Ideas. Printable Page \| Thirteen/WNET (Site not responding. Last check: 2007-10-08)
		Karl Egil Aubert, Enrico Bombieri, Dorian Goldfeld, editors, NUMBER THEORY, TRACE FORMULAS, AND DISCRETE GROUPS: SYMPOSIUM IN HONOR OF ATLE SELBERG, OSLO, NORWAY, JULY 14-21, 1987.
		Enrico Bombieri, AN INTRODUCTION TO MINIMAL CURRENTS AND PARAPMETRIC VARIATIONAL PROBLEMS, Harwood Academic
		Enrico Bombieri, SEMINIAR ON MINIMAL SUBMANIFOLDS, Princeton University Press
	www.thirteen.org /bigideas/printable/bombieri.html (324 words)

	Bombieri's Inequality -- from Wolfram MathWorld
		Borwein, P. and Erdélyi, T. "Bombieri's Norm." §5.3.E.7 in Polynomials and Polynomial Inequalities.
		Weisstein, Eric W. "Bombieri's Inequality." From MathWorld--A Wolfram Web Resource.
		Show your math savvy with a MathWorld T-shirt.
	mathworld.wolfram.com /BombierisInequality.html (51 words)

	Hexapedia - Enrico Bombieri (via CobWeb/3.1 planetlab2.netlab.uky.edu) (Site not responding. Last check: 2007-10-08)
		Enrico Bombieri (born November 26, 1940) is a Italian mathematician, born in Milan.
		Bombieri's theorem is one of the major applications of the large sieve method.
		It improves Dirichlet's theorem on prime numbers in arithmetic progressions, by showing that by averaging over the modulus over a range, the mean error is much less than can be proved in a given case.
	www.hexafind.com.cob-web.org:8888 /encyclopedia/Enrico_Bombieri (131 words)

	The On-Line Encyclopedia of Integer Sequences
		S. Lang and H. Trotter, Continued fractions for some algebraic numbers, J. Reine Angew.
		E. Bombieri and A. van der Poorten, Continued fractions of algebraic numbers
		BCMATH, Continued fraction expansion of the n-th root of a positive rational
	www.research.att.com /~njas/sequences/A002945 (88 words)

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