E. Grenier

发表

Time-Course Analysis of MainMarkers of Primary Infection in Cats with the Feline Immunodeficiency Virus

P. Vanhems, F. Castiglione, B. Ribba, 2014 .

Computational Modeling of Solid Tumor Growth: The Avascular Stage

D. Bresch, T. Colin, Olivier Saut, 2010, SIAM J. Sci. Comput..

A structural model of the VEGF signalling pathway: emergence of robustness and redundancy properties.

V. Calvez, B. Ribba, E. Grenier, 2012, Mathematical biosciences and engineering : MBE.

Mathematical Model Approach to Describe Tumour Response in Mice After Vaccine Administration and its Applicability to Immune-Stimulatory Cytokine-Based Strategies

Zinnia P. Parra-Guillen, B. Ribba, P. Berraondo, 2013, The AAPS Journal.

A Tumor Growth Inhibition Model for Low-Grade Glioma Treated with Chemotherapy or Radiotherapy

Johan Pallud, Damien Ricard, Jean-Yves Delattre, 2012, Clinical Cancer Research.

Hydropower and seasonal pumped hydropower storage in the Indus basin:pros and cons

Behnam Zakeri, Y. Wada, J. Jurasz, 2021 .

A pharmacologically based multiscale mathematical model of angiogenesis and its use in investigating the efficacy of a new cancer treatment strategy.

Didier Bresch, Thierry Colin, Olivier Saut, 2009, Journal of theoretical biology.

A multiscale mathematical model of avascular tumor growth to investigate the therapeutic benefit of anti-invasive agents.

B Ribba, T Colin, D Bresch, 2006, Journal of theoretical biology.

Analysis of temozolomide resistance in low‐grade gliomas using a mechanistic mathematical model

A. Samson, E. Ollier, F. Ducray, 2017, Fundamental & clinical pharmacology.

In Silico Study of the Influence of Intensity and Duration of Blood Flow Reduction on Cell Death Through Necrosis or Apoptosis During Acute Ischemic Stroke

M. Hommel, J. Boissel, E. Grenier, 2010, Acta biotheoretica.

Modeling and numerical simulations of nanometric aerosols in the lower part of the bronchial tree

T. Colin, Olivier Saut, B. Ribba, 2009 .

Live-cell imaging and mathematical analysis of the “community effect” in apoptosis

D. Coulette, G. Ichim, E. Grenier, 2022, bioRxiv.

Exploration of beneﬁcial and deleterious effects of inﬂammation in stroke: dynamics of inﬂammation cells

E. Grenier, P. Boissel, G. Chapuisat, 2009 .

Role of astrocytes in grey matter during stroke: A modelling approach

Thierry Dumont, Jean-Pierre Boissel, Marie-Aimée Dronne, 2007, Brain Research.

Mathematical Modelling of an Ischemic Stroke: An Integrative Approach

Jean-Pierre Boissel, Emmanuel Barbier, Marie-Aimée Dronne, 2004, Acta biotheoretica.

A global phenomenological model of ischemic stroke with stress on spreading depressions.

M. Hommel, J. Boissel, E. Grenier, 2008, Progress in biophysics and molecular biology.

Theoretical investigation of the efficacy of antiangiogenic drugs combined to chemotherapy in xenografted mice.

B Ribba, M Tod, Olivier Saut, 2013, Journal of theoretical biology.

MATHEMATICAL MODEL OF CANCER GROWTH CONTROLED BY METRONOMIC CHEMOTHERAPIES

Florence Hubert, Nicolas André, Emmanuel Grenier, 2013 .

Analysis of temozolomide resistance in low-grade gliomas by using a mechanistic mathematical model Running title : Resistance to temozolomide in low-grade gliomas

A. Samson, E. Ollier, F. Ducray, 2016 .

Mathematical Model Approach to Describe Tumour Response in Mice After Vaccine Administration and its Applicability to Immune-Stimulatory Cytokine-Based Strategies

Zinnia P. Parra-Guillen, B. Ribba, P. Berraondo, 2013, The AAPS Journal.

A model of vascular tumour growth in mice combining longitudinal tumour size data with histological biomarkers.

Benoît You, Michel Tod, Benjamin Ribba, 2011, European journal of cancer.

Exploration of beneficial and deleterious effects of inflammation in stroke: dynamics of inflammation cells

T. Lelekov-Boissard, J. Boissel, E. Grenier, 2009, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.

A modelling approach to explore some hypotheses of the failure of neuroprotective trials in ischemic stroke patients.

Jean-Pierre Boissel, Marie-Aimée Dronne, Guillemette Chapuisat, 2008, Progress in biophysics and molecular biology.

A mathematical model of ion movements in grey matter during a stroke.

Jean-Pierre Boissel, Marie-Aimée Dronne, J. Boissel, 2006, Journal of theoretical biology.

A viscoelastic model for avascular tumor growth

Didier Bresch, Thierry Colin, Olivier Saut, 2009 .

A phenomenological model of the growth of the necrotic area in ischemic stroke

E. Grenier, D. Bresch, M. A. Dronne, 2010, Math. Comput. Model..

Modelling methodology in physiopathology.

Emmanuel Grenier, Benjamin Ribba, Jean-Pierre Boissel, 2008, Progress in biophysics and molecular biology.

NUMERICAL STUDY OF THE STOPPING OF AURA DURING MIGRAINE

J.-F. Gerbeau, D. Bresch, D. Bresch, 2010 .

Local spatio‐temporal encoding of raw perfusion MRI for the prediction of final lesion in stroke

David Rousseau, Carole Frindel, Pejman Rasti, 2018, Medical Image Anal..

Modeling and predicting optimal treatment scheduling between the antiangiogenic drug sunitinib and irinotecan in preclinical settings

B Ribba, M Tod, B. Ribba, 2015, CPT: pharmacometrics & systems pharmacology.

Robustness of spatio‐temporal regularization in perfusion MRI deconvolution: An application to acute ischemic stroke

David Rousseau, Carole Frindel, Frédéric Cervenansky, 2017, Magnetic resonance in medicine.