A Macroscopic Mathematical Model for Cell Migration Assays Using a Real-Time Cell Analysis

Cyclization of the Urokinase Receptor-Derived Ser-Arg-Ser-Arg-Tyr Peptide Generates a Potent Inhibitor of Trans-Endothelial Migration of Monocytes

(2015) Ali Munaim Yousif et al.   PLoS One

Collective motion of cells: from experiments to models

(2014) Előd Méhes et al.   Integrative Biology

A hybrid mathematical model for self-organizing cell migration in the zebrafish lateral line

(2014) E. Di Costanzo et al.   JOURNAL OF MATHEMATICAL BIOLOGY

AurkA inhibitors enhance the effects of B-RAF and MEK inhibitors in melanoma treatment

(2014) Emilia Caputo et al.   Journal of Translational Medicine

Single Amino Acid Substitutions in the Chemotactic Sequence of Urokinase Receptor Modulate Cell Migration and Invasion

(2012) Katia Bifulco et al.   PLoS One

Comparative Analysis of Dynamic Cell Viability, Migration and Invasion Assessments by Novel Real-Time Technology and Classic Endpoint Assays

(2012) Ridha Limame et al.   PLoS One

Life at the Leading Edge

(2011) Anne J. Ridley   CELL

Mechanistic modeling of the effects of myoferlin on tumor cell invasion

(2011) M. C. Eisenberg et al.   PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA

A porous 3D cell culture micro device for cell migration study

(2010) Liang Ma et al.   BIOMEDICAL MICRODEVICES

Cell adhesion: integrating cytoskeletal dynamics and cellular tension

(2010) J. Thomas Parsons et al.   NATURE REVIEWS MOLECULAR CELL BIOLOGY

Interaction of Tumor with Its Micro-environment: A Mathematical Model

(2009) Yangjin Kim et al.   BULLETIN OF MATHEMATICAL BIOLOGY

Transformed epithelial cells and fibroblasts/myofibroblasts interaction in breast tumor: a mathematical model and experiments

(2009) Yangjin Kim et al.   JOURNAL OF MATHEMATICAL BIOLOGY

Structure-based design of an urokinase-type plasminogen activator receptor-derived peptide inhibiting cell migration and lung metastasis

(2009) M. V. Carriero et al.   MOLECULAR CANCER THERAPEUTICS

Multiphase and Multiscale Trends in Cancer Modelling

(2009) L. Preziosi et al.   Mathematical Modelling of Natural Phenomena