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Fabrice F.C. Duval a,∗, Stephen A. Wilson a, Graham Ensell b, Nicolas M.P. Evanno c, Markys G. Cain d, Roger W. Whatmore a,1 a School of Industrial and Manufacturing Science, Cranfield University, Bedfordshire MK43 0AL, UK b INNOS Limited, Mountbatten Building, Highfield, Southampton, Hampshire SO17 1BJ, UK c Rolls-Royce Plc, Strategic Research Centre, Sina-28, P.O. Box 31, Derby DE24 8BJ, UK d...

Jonathan A C Sterne professor, Alex J Sutton professor, John P A Ioannidis professor and director, Norma Terrin associate professor , David R Jones professor , Joseph Lau professor , James Carpenter reader , Gerta Rücker research assistant , Roger M Harbord research associate , Christopher H Schmid professor , Jennifer Tetzlaff research coordinator , Jonathan J Deeks professor , Jaime Peters re...

A word v = wu is a (nontrivial) Duval extension of the unbordered word w, if (u is not a prefix of v and) w is an unbordered factor of v of maximum length. A survey of the state of the art of research on Duval extensions is given in this paper.

Submitted by Béatrice Duval on Tue, 07/07/2015 15:07 Titre On the Discovery of Exception Rules: A Survey Type de publication Chapitre Type Ouvrage scientifique Année 2007 Langue Anglais Pagination 77-98 Titre de l'ouvrage Quality Measures in Data Mining Auteur Duval, Béatrice [1], Salleb, Ansaf [2], Vrain, Christel [3] Pays Allemagne Editeur Springer Ville Berlin ; Heildeberg ISBN 978-3-540-449...

It is known that the Pak-Stanley labeling of the Shi hyperplane arrangement provides a bijection between the regions of the arrangement and parking functions. For any graph G, we define the G-semiorder arrangement and show that the Pak-Stanley labeling of its regions produces all G-parking functions. In his study of Kazhdan-Lusztig cells of the affine Weyl group of typeAn−1, [10], J.-Y. Shi int...