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Paul Bourgine

Researcher at Lund University

Publications -  102
Citations -  6924

Paul Bourgine is an academic researcher from Lund University. The author has contributed to research in topics: Mesenchymal stem cell & Stem cell. The author has an hindex of 28, co-authored 99 publications receiving 6376 citations. Previous affiliations of Paul Bourgine include University Hospital of Basel & Université Paris-Saclay.

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Cell Trajectory Clustering: Towards the Automated Identification of Morphogenetic Fields in Animal Embryogenesis.

TL;DR: It is shown that the position and velocity of cells are sufficient to identify relevant morphological features including bilateral sym- metry and coherent cell domains in digital cell lineages reconstructed from live zebrafish embryos imaged from 6 to 13 hours post fertilization.
Proceedings ArticleDOI

Global Strategy of Active Machine Learning for Complex Systems: Embryogenesis Application on Cell Division Detection

TL;DR: A procedure that uses all available knowledge, whether gathered manually or automatically, and is able to readjust when new data is provided is developed, showing that it is a powerful method for the investigation of the morphogenetic features of embryogenesis and specifically mitosis detection.
Journal ArticleDOI

Equivalences entre classificateurs connexionnistes et classificateurs logiques

TL;DR: In this paper, it is shown that a memoire associative peut toujours transformee en un classificateur connexionniste, i.e., a classificateur con-nectionnist that envoient un espace d'entrees booleennes dans a set of sorties.
Posted Content

Lattices for Dynamic, Hierarchic & Overlapping Categorization: the Case of Epistemic Communities

TL;DR: Introducing a formal framework based on Galois lattices, this work categorizes ECs in an automated and hierarchically structured way and proposes criteria for selecting the most relevant epistemic communities - for instance, ECs gathering a certain proportion of agents and thus prototypical of major fields.
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Reply to Ripps

TL;DR: Ripps’ comment is quite justified; catalysis of the reaction A + A!