IMAGeS team: IMages, leArning, Geometry and Statistics

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[[File:MIV-image2.jpg|frameless|center|600px]]<br />
 
[[File:MIV-image2.jpg|frameless|center|600px]]<br />
* '''Head: Pr [[Fabrice Heitz]] <br />
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* '''Co-Head: [[Benoît Naegel]] <br />
* '''Co-Head: Pr [[Christian Ronse]]'''<br />
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* '''Co-Head: [[Sylvain Faisan]]'''<br />
 
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IMAGeS adresses the following subjects:  
 
IMAGeS adresses the following subjects:  
  
* '''[[Methods in Bayesian Inference and Statistical Analysis]]'''
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* Methods in Bayesian Inference and Statistical Analysis
  
* '''[[Discrete Geometry and Mathematical Morphology]]'''
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* Discrete Geometry and Mathematical Morphology
  
* '''[[Biomedical image processing]]'''
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* Biomedical image processing
  
* '''[[Probabilistic analysis for space & Earth observations]]'''
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* Probabilistic analysis for space & Earth observations
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IMAGeS is involved in the following transversal research programs of ICube:
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L'équipe IMAGeS participe activement aux axes transverses d'ICube :
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* [https://dsai.icube.unistra.fr/index.php/Accueil Sciences des Données et Intelligence Artificielle (SDIA)]
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* [https://irmc.icube.unistra.fr/index.php/Accueil Imagerie et Robotique Médicale et Chirurgicale (IRMC)]
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* [https://inca.icube.unistra.fr/index.php/Accueil Instrumentation, Capteurs et Analyse (InCA)]
 
[[fr:Accueil]]
 
[[fr:Accueil]]

Latest revision as of 11:46, 18 March 2024

MIV-image2.jpg



IMAGeS resarches focus on the processing of multimodal, multitemporal 2D/3D images, computer vision and the interactions between computer vision and computer graphics. Approaches include statistical analysis and modeling, bayesian inference, discrete geometry and mathematical morphology.

IMAGeS adresses the following subjects:

  • Methods in Bayesian Inference and Statistical Analysis
  • Discrete Geometry and Mathematical Morphology
  • Biomedical image processing
  • Probabilistic analysis for space & Earth observations


IMAGeS is involved in the following transversal research programs of ICube:

L'équipe IMAGeS participe activement aux axes transverses d'ICube :