Boston University Symphony Orchestra, February 28, 2000

This is the concert program of the Boston University Symphony Orchestra performance on Monday, February 28, 2000 at 8:00 p.m., at the Tsai Performance Center, 685 Commonwealth Avenue. Works performed were Symphony No. 38 in D major "Prague," K. 504 by Wolfgang Amadeus Mozart, Le Martyre de Saint Sebastien by Claude Debussy, and Siegfried's Rhine Journey and Funeral Music from "Gotterdammerung" by Richard Wagner. Digitization for Boston University Concert Programs was supported by the Boston University Humanities Library Endowed Fund

Bragg-Scattering conversion at telecom wavelengths towards the photon counting regime

9openopenKatarzyna Krupa; Alessandro Tonello; Victor Kozlov; Vincent Couderc; Philippe Di Bin; Stefan Wabnitz; Alain Barthelemy; Laurent Labonte; Sebastien TanzilliKatarzyna, Krupa; Alessandro, Tonello; Kozlov, Victor; Vincent, Couderc; Philippe Di, Bin; Wabnitz, Stefan; Alain, Barthelemy; Laurent, Labonte; Sebastien, Tanzill

Dual Ore's theorem on distributive intervals of finite groups

This paper gives a self-contained group-theoretic proof of a dual version of a theorem of Ore on distributive intervals of finite groups. We deduce a bridge between combinatorics and representations in finite group theory.Comment: 8 pages. Self-contained and group-theoretic version of arXiv:1704.00745. It contains some preliminaries of arXiv:1604.06765, arXiv:1702.02124. Erratum: in Lemmas 3.7 and 3.8 of the published version, 'finite dimensional' should be 'irreducible' (it is now corrected on arxiv

Ressenyes

Index de les obres ressenyades: Jean BERGEVIN, Déterminisme et géographie : Herodote, Strabon, Albert le Grand et Sebastien Münste

Tameness and frames revisited

We study the problem of extending an abstract independence notion for types of singletons (what Shelah calls a good frame) to longer types. Working in the framework of tame abstract elementary classes, we show that good frames can always be extended to types of independent sequences. As an application, we show that tameness and a good frame imply Shelah's notion of dimension is well-behaved, complementing previous work of Jarden and Sitton. We also improve a result of the first author on extending a frame to larger models.Comment: 36 page