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conrey
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conrey
† conrey Obs. Also 3–4 conrai, 4 curreye, korray. [a. OF. conrei (also conreid, -roi, -roy, corroi, courroy) orderly preparation, outfit, equipage, company of troops, esp. of horse, ordinance, provision, supplies, food = Pr. conre, conrei equipage, provision, food, Sp. correo, Pg. correia, provision...
Oxford English Dictionary
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Brian Conrey
John Brian Conrey (23 June 1955) is an American mathematician and the executive director of the American Institute of Mathematics. Career
Conrey is the founding executive director of the American Institute of Mathematics, a position he has held since 1997.
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Nathaniel P. Conrey
In 1914, Conrey successfully ran for re-election. Conrey, Olive Ethelwyn Conrey (Lindsey), and Maryline Conrey.
References
External links
Nathaniel P. Conrey.
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conred
ˈconred rare. [ad. med.L. conredium: see conrey.] = corrody.1876 Grant Burgh Sch. Scotl. i. i. 4 Pope Innocent IV. subsequently confirmed to Kelso the churches and schools of Roxburgh, free from all synodal rent and conreds.
Oxford English Dictionary
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James D. Conrey House
The Conrey House is a brick building set on a foundation of limestone. The early history of the Conrey House is obscure.
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Nina Snaith
Keating's and Snaith's work extended works by Brian Conrey, Ghosh, and Gonek, also conjectural, based on number theoretic heuristics; Conrey, Farmer, Keating
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Pierre-Auguste Sarrus
Conrey in The Double Reed, Vol. 10, No. 3
1813 births
1876 deaths
People from Saint-Affrique
19th-century French inventors
19th-century French musicians
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If Hardy proved that there are infinite zeros lying on the critical line, does not that mean he proved the Riemann Hypothesis? This is an exerpt of the wiki page covering Riemann Hypothesis: *" Thus, if the hypothes...
The best estimate on the proportion that lie on the critical line was provided by Conrey (1989).
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Louis de Branges de Bourcia
He does not cite their paper in his preprints, but both of them cite a 1986 paper of his that was attacked by Li and Conrey. In a 2003 technical comment, Conrey states he does not believe the Riemann hypothesis is going to yield to functional analysis tools.
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Fekete polynomial
External links
Brian Conrey, Andrew Granville, Bjorn Poonen and Kannan Soundararajan, Zeros of Fekete polynomials, arXiv e-print math.NT/9906214, June
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Norman Levinson
published a paper proving that more than a third of the zeros of the Riemann zeta function lie on the critical line, a result later improved to two fifths by Conrey
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Ellwyn R. Stoddard
References
Sources
UTEP bio of Stoddard
library thing listing
Open Library listing for Stoddard
Conrey Bryson.
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Douglas L. Edmonds
Conrey announced that he would resign from the Supreme Court of California, and would not stand for election that November. On November 19, Merriam formally appointed Edmonds, who had won the election, to the supreme court to fill the remainder of Conrey's term.
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