Titre (en)
Exploration
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Exploration
Accueil
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Serveur d'exploration sur la recherche en informatique en Lorraine - Exploration (Accueil)

Index « Titre (en) » - entrée « maps »
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List of bibliographic references indexed by maps

Number of relevant bibliographic references: 70.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000114 (2016) Benoît Blaysat [France] ; Michel Grediac [France] ; Frédéric Sur [France]On the propagation of camera sensor noise to displacement maps obtained by DIC - an experimental study
000123 (2016) Benoît Blaysat [France] ; Michel Grediac [France] ; Frédéric Sur [France]Effect of interpolation on noise propagation from images to DIC displacement maps
000313 (2015-09-25) Noam Zeilberger [France] ; Alain Giorgetti [France]A correspondence between rooted planar maps and normal planar lambda terms
000408 (2015-08-10) Gilles-Philippe Paillé [Canada] ; Nicolas Ray [France] ; Pierre Poulin [Canada] ; Alla Sheffer [Canada] ; Bruno Lévy [France]Dihedral angle-based maps of tetrahedral meshes
000498 (2015-06-12) Samuel Hornus [France]Intersection detection via Gauss maps; a review and new techniques
000501 (2015-06-08) Benoît Blaysat [France] ; Michel Grediac [France] ; Frédéric Sur [France]On noise prediction in maps obtained with global DIC
000523 (2015-05-27) Benoît Blaysat [France] ; Michel Grediac [France] ; Frédéric Sur [France]An experimental study of camera sensor noise propagation to displacement maps obtained by DIC
000620 (2015-03) Frédéric Sur [France] ; Michel Grediac [France]On noise reduction in strain maps obtained with the grid method by averaging images affected by vibrations
000685 (2015) Michel Grediac [France] ; Frédéric Sur [France] ; Benoît Blaysat [France]Removing quasi-periodic noise in strain maps by filtering in the Fourier domain
000786 (2015) Jean-Charles Lamirel [France] ; Ingrid Falk [France] ; Claire Gardent [France]Federating clustering and cluster labelling capabilities with a single approach based on feature maximization: French verb classes identification with IGNGF neural clustering : Advances in Self-Organizing Maps
000931 (2014-09-22) Henryk Fuk [Canada] ; Nazim Fatès [France]Bifurcations of Local Structure Maps as Predictors of Phase Transitions in Asynchronous Cellular Automata
000A47 (2014-07-07) Michel Grediac [France] ; Frédéric Sur [France]How noise propagates from camera sensor to displacement and strain maps obtained with the grid method
000B09 (2014-06-10) Eric Finickel [France] ; Abdelkader Lahmadi [France] ; Frederic Beck [France] ; Olivier Festor [France]Empirical analysis of Android logs using self-organizing maps
000B29 (2014-06) Michel Grediac [France] ; Frédéric Sur [France]Stabilizing Heteroscedastic Noise With the Generalized Anscombe Transform. Application to Accurate Prediction of the Resolution in Displacement and Strain Maps Obtained With the Grid Method.
000E25 (2014) M. Grediac [France] ; F. Sur [France]50th Anniversary Article: Effect of Sensor Noise on the Resolution and Spatial Resolution of Displacement and Strain Maps Estimated with the Grid Method
001202 (2013-06) Michel Grediac [France] ; Frédéric Sur [France] ; Claudiu Badulescu [France] ; Jean-Denis Mathias [France]Deconvolving Strain Maps Obtained With the Grid Method
001699 (2013) Michel Couprie [France]Topological maps and robust hierarchical Euclidean skeletons in cubical complexes
001A23 (2012-07-16) Razvan Barbulescu [France] ; Jérémie Detrey [France] ; Nicolas Estibals [France] ; Paul Zimmermann [France]Finding Optimal Formulae for Bilinear Maps
001A24 (2012-07-12) Georgios Detorakis [France] ; Nicolas Rougier [France]A Neural Field Model of the Somatosensory Cortex: Formation, Maintenance and Reorganization of Ordered Topographic Maps
002204 (2011-07-31) Roberto Vazquez [Mexique] ; Bernard Girau [France] ; Jean-Charles Quinton [France]Visual attention using spiking neural maps
002364 (2011-05-16) Mathieu Lefort [France] ; Yann Boniface [France] ; Bernard Girau [France]Perceptive self-organizing maps based on the coupling of neural fields with the BCM learning rule for multi modal association

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