Louis de Branges - The Full Wiki

de Branges, L.

Louis de Branges de Bourcia (born August 21 ..

Two named concepts arose out of de Branges' work. An entirefunction satisfying a particular inequality is called a . Given a de Brangesfunction, the set of all entire functions satisfying a particularrelationship to that function, is called a .

de Branges, L. "Apology for the Proof of the Riemann Hypothesis." March18, 2003. .

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"I invite other mathematicians to examine my efforts," said de Branges, who is the Edward C. Elliott Distinguished Professor of Mathematics in Purdue's School of Science. "While I will eventually submit my proof for formal publication, due to the circumstances I felt it necessary to post the work on the Internet immediately."

Even so, the problem remains unsolved unless the experts accept de Branges’s proof, which is given in outline in an appendix.

Meanwhile, the Apology has become a diary of sorts, in which healso discusses the historical context of the Riemann Hypothesis,and how his personal story is intertwined with the proofs. He signshis papers and preprints as "Louis de Branges", and is always citedthis way. However, he does seem interested in his de Bourciaancestors, and discusses the origins of both families in theApology.

But most of his peers doubt his claim, even though de Branges solved another difficult problem, the Beiderback conjecture, several years ago.

20/09/2013 · Louis de Branges de Bourcia ..

De Branges' of the Bieberbach conjecturewas not initially accepted by the mathematical community. Rumors ofhis proof began to circulate in March 1984, but many mathematicianswere sceptical, because de Branges had earlier announced some falseresults, including a claimed proof of the in 1964 (incidentally, in December 2008 hepublished a new claimed proof for this conjecture on his website).It took verification by a team of mathematicians at in to validate de Branges' proof, ina process that took several months and led later to significantsimplification of the main argument. The original proof uses and innovativetools from the theory of of , largely developed by de Branges.

Louis de Branges de Bourcia - WikiVisually

An , deBranges has made incursions into , , , () and analyses. As far as particulartechniques and approaches are concerned, he is an expert in and theories.

Louis de Branges de Bourcia, the Edward C

Actually, the correctness of the Bieberbach conjecture was onlythe most important consequence of de Branges' proof, which covers amore general problem, the .

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Born to American parents who lived in Paris, de Branges moved tothe U.S. in 1941 with his mother and sisters. His native languageis .He did his undergraduate studies at the (1949–53), and received a inmathematics from (1953–7). Hisadvisors were Harry Pollard and . Hespent two years (1959–60) at the and another two (1961–2) at the . He was appointed to Purduein 1962.

Riemann Hypothesis -- from Wolfram MathWorld

Louis De Branges de Bourcia, or de Branges (de BRONZH) as he prefers to be called, has posted a detailing his attempt at a proof on his university Web page. While mathematicians ordinarily announce their work at formal conferences or in scientific journals, the spirited competition to prove the hypothesis – which carries a $1 million prize for whoever accomplishes it first – has encouraged de Branges to announce his work as soon as it was completed.