59,061 research outputs found
Existe relacion entre el agravamiento de la patologia oral y la practica de los triatletas
No full textCollet , Charlotte Marie Lucie; director de proyecto: Cortezo Vidal, Víctor2024-2025Grado en OdontologíaFacultad de Odontologí
Apexificación vs. Revascularización para el tratamiento del diente permanente joven necrosado.
No full textCollet, Émilie Marie Pauline; director de proyecto: Pérez Hernández, Ricardo2021-2022Grado en OdontologíaFacultad de Odontologí
Traces and shards of self-injury: Strange accounting with “Author X”
No full textIn this strange account autoethnography, three or four authors explore their lived experiences with self-injury. Strange accounting is both a post-modern style of text, and a method for keeping identities concealed when risks and secrets are in play. Author X, a post-modern place-keeper for an anonymous author who may or may not have contributed to this manuscript, introduces a new dimension and layer of concealment. With Author X in-play and under erasure, the reader will never be sure if there were three or four authors on this manuscript. Through strange accounting, a post-structuralist/postmodernist frame will be applied to understanding the self-injury experience. We frame self-injury as a social practice and, for some, an everyday norm, while remaining acutely aware of the stigma surrounding the topic of self-injury. Each of us, coupled with Author X, provide the others cover to trace stories of self-injury through the literature, our flesh, and our lives
Rigidity of Holomorphic Collet-Eckmann Repellers
No full text. We prove rigidity results for a class of non-uniformly hyperbolic holomorphic maps: If a holomorphic Collet-Eckmann map f is topologically conjugate to a holomorphic map g, then the conjugacy can be improved to be quasiconformal. If there is only one critical point in the repeller, then g is Collet-Eckmann, too. 1. Introduction Collet-Eckmann maps of the interval were introduced by P. Collet and J.-P. Eckmann as a large class of non-uniformly expanding maps for which a probability absolutely continuous invariant measure exists. A theory of rational Collet-Eckmann maps was originated in [P2] and continued in [P3], [GS] and [PR]; see [PR] for a more detailed historical account. This paper is a continuation of [PR]. We consider repellers for holomorphic maps, without assuming the maps extend to rational maps. Consider a compact set X in the Riemann sphere C , together with a holomorphic map f : U ! C with f(X) = X, where U is a neighbourhood of X. We call the pair (X; f) a holomorp..
X. Le droit, frein inutile ou coût excessif pour la gestion publique locale ?
No full textDouence Jean-Claude, Collet François. X. Le droit, frein inutile ou coût excessif pour la gestion publique locale ?. In: Annuaire des collectivités locales. Tome 28, 2008. Où en est la gestion locale ? pp. 151-161
Collet de la Fanaiola. Al fons, Bellmunt
No full textBoItinerari: Vidrà - Collet de la Fanaiola - Sant Bartomeu - Puigsacalm - Masies del Pla Traver - Siuret - Vidr
Al collet sota el Santuari de Rocacorba
No full textBoItinerari: Banyoles - Pujarnol - Collet de Biert - Sant Nicoleu - Pla Martí de Rocacorba - Turó de Puigsou - Pujarnol - Banyole
Collet de Pujarnol. A baix, Pujarnol
No full textBoItinerari: Banyoles - Pujarnol - Collet de Biert - Sant Nicoleu - Pla Martí de Rocacorba - Turó de Puigsou - Pujarnol - Banyole
Collet sota Penyes Altes. A l'altre cantó, el collet Verginós
No full textBoExcursió del 19 i 20 de juny de 1976. Itinerari: Bellver de Cerdanya (1061 m.) - Talló (1053 m.) - Sant Cerni de Coborriu de Bellver (1086 m.) - Grau d'Ingla -Font de l'Ingla - Coll de Pendís (1760 m.) - Refugi de 'Sant Jordi' de la Font del Faig (1640 m.) - Coll Oest del Moixeró (2000 m.) - Pla de Moixeró - Penyes Altes de Moixeró (2260 m.) - Collet del Pla de les Esposes - Riu del Pendís (1260 m.) - Sant Julià de Pedra (1125 m.) - Alp (1168 m.
Concentration inequalities for random fields via coupling
Get PDFWe present a new and simple approach to concentration inequalities in the context of dependent random processes and random fields. Our method is based on coupling and does not use information inequalities. In case one has a uniform control on the coupling, one obtains exponential concentration inequalities. If such a uniform control is no more possible, then one obtains polynomial or stretched-exponential concentration inequalities. Our abstract results apply to Gibbs random fields, both at high and low temperatures and in particular to the low-temperature Ising model which is a concrete example of non-uniformity of the coupling.
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