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...

It was posed by Ludwig Bieberbach (1916) and finally proven by Louis de Branges (1985). The statement concerns the Taylor coefficients a n {\displaystyle...

Louis de Branges de Bourcia (born August 21, 1932) is a French-American mathematician. He was the Edward C. Elliott Distinguished Professor of Mathematics...

by de Branges. This is Problem 17 in de Branges's book. Solutions to some of the Problems in the book can be found in Solution to "Hilbert Spaces of Entire...

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

representation" in Louis de Branges (1968). Hilbert Spaces of Entire Functions. Prentice-Hall. ASIN B0006BUXNM. De Branges gives a form for functions...

at VPI. 1994. Sub-Hardy Hilbert Spaces in the Unit Disk. This book developed the theory of the de Branges–Rovnyak spaces H ( b ) {\displaystyle {\mathcal...

Cauchy formula for the upper half-plane. De Branges space Rolf Nevanlinna Louis de Branges. Hilbert spaces of entire functions. Prentice-Hall. p. 26...

regular functions (with Gal, Birkhäuser/Springer, 2019) Quaternionic de Branges spaces and characteristic operator function (Springer, 2020) Michele Sce's...

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...

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...

Aaranov, E. Fricain, J. Mashreghi, Weighted norm inequalities for de Branges–Rovnyak spaces and their applications, Amer. J. Math., 132(1):125-155, 2010....

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

esplanade, was completely renovated. Small gardens now brighten up the immense space that Mâcon's Esplanade Lamartine occupies. All along, one can find an extract...

Unit disk graph Unit sphere De Branges's theorem S. Golab, "Quelques problèmes métriques de la géometrie de Minkowski", Trav. de l'Acad. Mines Cracovie 6...

Operator Theory. 7 (3): 325. doi:10.1007/BF01208381. S2CID 118696780. Branges, Louis de (1994). "Book Review: Classes of linear operators, Volume 2". Bulletin...

on the adèle class space would imply the Riemann hypothesis. Some of these ideas are elaborated in Lapidus (2008). Louis de Branges (1992) showed that...

In fact the very notion of a straight line in four-dimensional curved space-time has to be redefined, which one can do as a geodesic. (But the notion...

from the Society for Industrial and Applied Mathematics in 1996 Louis de Branges de Bourcia – Professor of Mathematics, proved the Bieberbach conjecture...

well as connections between knot theory and other fields. 1985 – Louis de Branges de Bourcia proves the Bieberbach conjecture. 1986 – Ken Ribet proves Ribet's...

Kummer spaces. Whittaker functions appear as coefficients of certain representations of the group SL2(R), called Whittaker models. Louis de Branges (1968)...

{1}{2}};2c-1,c;x)=\,{}_{2}F_{1}(c-s-{\tfrac {1}{2}},s;c;x)^{2}} was used by de Branges to prove the Bieberbach conjecture. Many of the special functions in mathematics...

Fourier–Bessel series Neumann polynomial Y and H transforms Louis de Branges (1968). Hilbert spaces of entire functions. London: Prentice-Hall. p. 189. ISBN 978-0133889000...

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...

analysis) de Branges's theorem (complex analysis) de Bruijn's theorem (discrete geometry) De Bruijn–Erdős theorem (incidence geometry) De Bruijn–Erdős...

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

Differential Geometry and Symmetric Spaces (Academic Press, 1962), Differential Geometry, Lie Groups, and Symmetric Spaces (Academic Press, 1978); and Groups...

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

homotopy of configuration spaces". idrissi.eu. Retrieved 2021-06-03. "Irène Waldspurger, titulaire du cours Peccot du Collège de France". dauphine.psl.eu...

theorem using Hilbert space methods in terms of operator contractions. Other approaches were developed in the work of L. de Branges, and B. Sz.-Nagy and...