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Name
RERO DOC Digital Library
Type
Institutional Repository
Items
54811 Publications
Compatibility
OpenAIRE Basic (DRIVER OA)
OAI-PMH
http://doc.rero.ch/oai2d.py/
More information
Detailed data provider information (OpenDOAR)

 

  • M. Ferdinand Hodler au Salon d'automne

    (2017)
    Hodler exposera au Salon d'automne de Paris le "Serment de la Réforme" si les autorités de Hanovre en donnent l'agrément. N'avait plus exposé à Paris depuis une vingtaine d'années.

    Insatisfaction corporelle et engagement dans la pratique sportive en EPS

    La motivation sportive est un thème fondamental de l’enseignement en EPS. En effet, tout bon professeur d’EPS sait qu’il devra faire face à la baisse de motivation et d’engagement de la part de ses élèves notamment lorsqu’ils sont en pleine adolescence. Ainsi, comprendre, analyser, prévenir, voire même lutter contre la démotivation devient l’objectif principal de nombreux enseignants d’EPS. Dans ce travail, nous avons choisi d’orienter la recherche sur l’étude de l’insatisfaction corporelle c...

    Finding seed points for organ segmentation using example annotations

    (2014)
    Organ segmentation is important in diagnostic medicine to make current decision{support tools more effective and effcient. Performing it automatically can save time and labor. In this paper, a method to perform automatic identification of seed points for the segmentation of organs in three{dimensional (3D) non{annotated, full-body magnetic resonance (MR) and computed tomography (CT) volumes is presented. It uses 3D MR and CT acquisitions along with corresponding organ annotations from the Vis...

    Overlap properties of geometric expanders

    The overlap number of a finite (d + 1)-uniform hypergraph H is the largest constant c(H) ∈ (0, 1] such that no matter how we map the vertices of H into ℝd, there is a point covered by at least a c(H)-fraction of the simplices induced by the images of its hyperedges. Motivated by the search for an analogue of the notion of graph expansion for higher dimensional simplicial complexes, we address the question whether or not there exists a sequence of arbitrarily large (d + 1)-uniform hypergraphs ...
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