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Gwendal Lazennec

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) ### **Research Director CNRS, PhD** > ### > Team Leader: Chemokines, inflammation and microenvironment > > Member of the scientific committee of the GDR 3697 "Micronit" (Microenvironnment of tumor niches) and co-leader of the axis "Biomarkers and therapeutic targeting of tumor niches". Professional address.: CNRS UMR 9005 Sys2Diag "Modélisation et Ingénierie des systèmes complexes biologiques pour le diagnostic" Cap delta, 1682 rue de la Valsière, 34184 Montpellier Cedex 4, France Web: <https://gwendal-lazennec.fr/>
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) ### Directeur de recherche CNRS > ### > Responsable de l'équipe: Chimiokines, microenvironnement et inflammation > > ### > Membre du comité de pilotage du GDR 3697 "Micronit" (Microenvironnement des niches tumorales) et co-responsable de l'axe "Biomarkers and therapeutic targeting of tumor niches". > > Adresse prof.: CNRS UMR 9005 Sys2Diag > "Modélisation et Ingénierie des systèmes complexes biologiques pour le diagnostic" > Cap delta, 1682 rue de la Valsière, 34184 Montpellier Cedex 4, France Web: <https://gwendal-lazennec.fr/>

Domaines de recherche

Cancer

Publications

923258