نتایج جستجو برای: پرسشنامه conlon
تعداد نتایج: 82448 فیلتر نتایج به سال:
A composition system for tempo canons is described which implements mensural and acceleration canon as explored by Conlon Nancarrow, and sinusoidal oscillation canon as introduced by David Jaffe. The work has the capacity for microtonal melodies in up to eight voices, with substitutable modules for the synthesis and the algorithmic composition of the canon fundamental line. With a user interfac...
In this talk we treat the following question: given a fixed t, how many monochromatic copies of Kt must one find in any two-colouring of the edges of Kn (for n large)? This is an old question of Erdős, and he proved bounds that essentially mirror the known bounds for Ramsey’s theorem. In particular, for the upper bound, he showed that one has at least n r(t) ≥ n 4t2 monochromatic copies of Kt. ...
CITN11-02 interim trial results: subcutaneous administration of recombinant human IL-15 (rhIL15) is associated with expansion of peripheral blood CD56+ NK cells and CD8+ T cells Chihiro Morishima, Douglas G McNeel, Manish R Patel, Holbrook E Kohrt, Thomas A Waldmann, John A Thompson, Kevin C Conlon, Paul M Sondel, Heather A Wakelee, Minjun C Apodaca, Steven P Fling, Mary L Disis, Stephen P Cree...
We study thresholds for extremal properties of random discrete structures. We determine the threshold for Szemerédi’s theorem on arithmetic progressions in random subsets of the integers and its multidimensional extensions and we determine the threshold for Turán-type problems for random graphs and hypergraphs. In particular, we verify a conjecture of Kohayakawa, Luczak, and Rödl for Turán-type...
We study thresholds for Ramsey properties of random discrete structures. In particular, we determine the threshold for Rado’s theorem for solutions of partition regular systems of equations in random subsets of the integers and we prove the 1-statement of the conjectured threshold for Ramsey’s theorem for random hypergraphs. Those results were conjectured by Rödl and Ruciński and similar result...
We discover a "no semistability at infinity" phenomenon for complete Calabi-Yau metrics asymptotic to cones, by eliminating the possible appearance of an intermediate K-semistable cone in 2-step degeneration theory developed Donaldson and first author. It is sharp contrast setting local singularities K\"ahler-Einstein metrics. A byproduct proof polynomial convergence rate such manifolds, which ...
J.F. Rahier ⁎, S. Ben-Horin, Y. Chowers, C. Conlon, P. De Munter, G. D'Haens, E. Domènech, R. Eliakim, A. Eser, J. Frater, M. Gassull, M. Giladi, A. Kaser, M. Lémann, T. Moreels, A. Moschen, R. Pollok, W. Reinisch, M. Schunter, E.F. Stange, H. Tilg, G. Van Assche, N. Viget, B. Vucelic, A. Walsh, G. Weiss, Y. Yazdanpanah, Y. Zabana, S.P.L. Travis, J.F. Colombel on behalf of the European Crohn's ...
John E. Janik, John C. Morris, Deirdre O’Mahony, Stefania Pittaluga, Elaine S. Jaffe, Christophe E. Redon, William M. Bonner, Martin W. Brechbiel, Chang H. Paik, Millie Whatley, Clara Chen, Jae-Ho Lee, Thomas A. Fleisher, Maggie Brown, Jeffrey D. White, Donn M. Stewart, Suzanne Fioravanti, Cathryn C. Lee, Carolyn K. Goldman, Bonita R. Bryant, Richard P. Junghans, Jorge A. Carrasquillo, Tat’Yana...
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