developed by de Branges. Actually, the correctness of the Bieberbach conjecture was not the only important consequence of de Branges' proof, which covers...

conjecture (later proved by de Branges) implies the Robertson conjecture and therefore the Bieberbach conjecture. Finally de Branges (1987) proved | a n | ≤...

Branges (French pronunciation: [bʁɑ̃ʒ]) is a commune in the Saône-et-Loire department in the region of Bourgogne-Franche-Comté in eastern France. Communes...

mathematics, a de Branges space (sometimes written De Branges space) is a concept in functional analysis and is constructed from a de Branges function. The...

series. In 1984 Louis de Branges proved the conjecture (for this reason, the Bieberbach conjecture is sometimes called de Branges' theorem). There is also...

Entire Functions" by Kevin Linghu. Section 14 of the book by de Branges, or Louis de Branges (1963). "Some applications of spaces of entire functions". Canadian...

1973 Louhans absorbed the former communes of Châteaurenaud, Branges and Sornay. In 1979 Branges and Sornay were re-established as independent communes. CS...

essential way, as well as the Hahn–Banach theorem: the process of Louis de Branges (1959). See also Rudin (1973, §5.7). Nachbin's theorem gives an analog...

Schwarz–Ahlfors–Pick theorem provides an analogous theorem for hyperbolic manifolds. De Branges' theorem, formerly known as the Bieberbach Conjecture, is an important...

the theory of the de Branges–Rovnyak spaces H ( b ) {\displaystyle {\mathcal {H}}(b)} , which were first introduced in de Branges and Rovnyak. Sarason...

National Science Foundation), R. Graham Cooks, Douglas Comer, Louis de Branges de Bourcia (who proved the Bieberbach conjecture), Victor Raskin, David...

using side-scan sonar from RV Knorr. March – Louis de Branges de Bourcia publishes proof of de Branges's theorem. September – Dennis Sullivan publishes proof...

R. Ford Award, and the 1989 Chauvenet Prize, for an essay on Louis de Branges de Bourcia's proof of the Bieberbach conjecture. In 2012, he became a fellow...

hypothesis. Some of these ideas are elaborated in Lapidus (2008). Louis de Branges (1992) showed that the Riemann hypothesis would follow from a positivity...

Bd.com. Archived from the original on 2011-07-07. Retrieved 2010-12-30. Brange, Jens (6 December 2012). Galenics of Insulin: The Physico-chemical and Pharmaceutical...

Bourbon-Lancy Bourg-le-Comte Bourgvilain Bouzeron Boyer Bragny-sur-Saône Branges Bray Bresse-sur-Grosne Le Breuil Briant Brienne Brion Broye Bruailles Buffières...

holomorphic inversePages displaying short descriptions of redirect targets De Branges's theorem – Statement in complex analysis; formerly the Bieberbach conjecture...

1966 - Abraham Robinson presents non-standard analysis. 1985 - Louis de Branges de Bourcia proves the Bieberbach conjecture, Timeline of ancient Greek...

mechanics Institutions Cornell University Purdue University Doctoral advisor David Widder Doctoral students Louis de Branges Joanne Elliott Donald G. Saari...

the correctness of the proof of the Bieberbach conjecture by Louis de Branges. Nikolski, Nikolai (1995). "Distance formulae and invariant subspaces,...

the Ostrowski Foundation in order to establish the prize. 1989: Louis de Branges 1991: Jean Bourgain 1993: Miklós Laczkovich and Marina Ratner 1995: Andrew...

form, with α a non-negative integer, the inequality was used by Louis de Branges in his proof of the Bieberbach conjecture. Ekhad (1993) gave a short proof...

hexagon or a parallelogram, respectively. Unit disk graph Unit sphere De Branges's theorem S. Golab, "Quelques problèmes métriques de la géometrie de Minkowski"...

transform Fourier–Bessel series Neumann polynomial Y and H transforms Louis de Branges (1968). Hilbert spaces of entire functions. London: Prentice-Hall. p. 189...

Morgan. 1984 Louis de Branges de Bourcia Bieberbach conjecture, 1916 complex analysis ⇐Robertson conjecture⇐Milin conjecture⇐de Branges's theorem 1984 Gunnar...

Diophantine approximations) Dawson–Gärtner theorem (asymptotic analysis) de Branges's theorem (complex analysis) de Bruijn's theorem (discrete geometry) De...

Paul Barillon d'Amoncourt, the marquis de Branges (1630–1691), was the French ambassador to England from 1677 to 1688. His dispatches from England to...

sixth coefficient; the exponentiated inequalities of Milin were used by de Branges in the final solution. A detailed exposition using these methods can be...

Daubechies James H. Davenport Paul Davies Chandler Davis Martin Davis Louis de Branges de Bourcia Gérard Debreu Percy Deift Pierre Deligne Ben Delo Jesús A. De...

Bourbon-Lancy Bourg-le-Comte Bourgvilain Bouzeron Boyer Bragny-sur-Saône Branges Bray Bresse-sur-Grosne Le Breuil Briant Brienne Brion Broye Bruailles Buffières...