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Cell motility
Motilita' cellulare
- M. Scianna, L. Preziosi.
A Cellular Potts Model analyzing cancer cell migration across constraining pillar arrays,
Axioms 10: 32 (2021).
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- M. Scianna, L. Preziosi.
Multi-level mathematical models for cell migration and invasion in constraining environments,
Springer Proceedings in Mathematics & Statistics 370 (2021).
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- A. Colombi, L. Preziosi, M. Scianna.
A hybrid integro-differential model for the development of zebrafish posterior lateral line,
J. Theor. Biol. 514: 110578 (2021).
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- N. Loy, L. Preziosi.
Stability of a nonlocal kinetic model with density dependent speed,
Math. Med. Biol. 38: 83—105 (2021).
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- N. Loy, L. Preziosi.
Stability of a nonlocal kinetic model with density dependent orientation cues,
Kinet. Rel. Models 13: 1007-1027 (2020).
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- A. Colombi, M. Scianna, L. Preziosi.
Collective migration and patterning during early development of zebrafish posterior lateral line
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Phil Trans. Royal Soc. B 375: 20190385 (2020).
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- A. Deutsch, P. Friedl, L. Preziosi, G. Theraulaz.
Multi-scale analysis and modelling of collective migration in biological systems,
Phil Trans. Royal Soc. B 375: 20190377 (2020).
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- A. Colombi, M. Scianna, K. Painter, L. Preziosi.
Modelling chase and run migration in heterogeneous populations,
J. Math. Biol. 80: 423-456 (2020).
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- N. Loy, L. Preziosi.
Modelling physical limits of migration by a kinetic models with non-local scouting,
J. Math. Biol. 80: 1759-1801 (2020).
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- N. Loy, L. Preziosi.
Kinetic models with non-local scouting determining cell polarization and speed according to independent cues,
J. Math. Biol. 80: 373-421 (2020).
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- C. Giverso, L. Preziosi.
Mechanical perspective of chemotaxis,
Phys. Rev. E 98: 062402 (2018).
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- C. Giverso, A. Arduino, L. Preziosi.
How nucleus mechanics and ECM topology influence the invasion of single cells and multicellular aggregates,
Bull. Math. Biol. 80: 1017-1045 (2018).
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- A. Colombi, M. Scianna, L. Preziosi.
Coherent modelling switch between pointwise and distributed representation of cell aggregates,
J. Math. Biol. 74: 783-808 (2017).
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- V. te Boekhorst, L. Preziosi, P. Friedl.
Plastiticy of cell migration in vivo and in silico,
Annu. Rev. Cell Dev. Biol. 32: 491-526 (2016).
- M. Scianna, L. Preziosi.
A node-based version of the cellular Potts model,
Comp. Biol. Med. 76: 94-112 (2016).
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- R. Allena, M. Scianna, L. Preziosi.
A cellular Potts model of single cell migration in presence of durotaxis,
Math. Biosci. 275: 57—70 (2016).
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- E. Di Costanzo, R. Natalini, L. Preziosi.
A hybrid mathematical model for self-organizing cell migration in the zebrafish lateral line,
J. Math. Biol., 71: 171-214, 2015
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- A. Colombi, M. Scianna, L. Preziosi.
A measure-theoretic model for ccollective cell migration and aggregation,
Math. Model. Nat. Phen., 10: 4-35, 2015
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- M. Scianna, L. Preziosi.
A cellular Potts model for the MMP-dependent and -independent cancer cell migration in matrix microtracks of different dimensions,
Comp. Mech., 53: 485-497, 2014.
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- C. Giverso, A. Grillo, L. Preziosi.
Influence of nuclear deformability on cell entry into cylindrical structures
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Biomech. Model. Mechanobiol., 13: 481-502, 2014.
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- R. Michel, V. Peschetola, G. Vitale, J. Etienne, A. Duperray, D. Ambrosi, L. Preziosi, C. Verdier.
Mathematical framework for traction force microscopy,
ESAIM Proc., 42: 61-83, 2013.
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- V. Peschetola, V.M. Laurent, A. Duperray, R. Michel, D. Ambrosi, L. Preziosi, C. Verdier.
Time-dependent traction force microscopy for cancer cells as a measure of invasiveness,
Cytoskeleton, 70: 201-214, 2013.
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- M. Scianna, L. Preziosi.
Modeling the influence of nucleus elasticity on cell invasion in fiber networks and microchannels,
J. Theor. Biol., 317: 394-406, 2013.
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- M. Scianna, L. Preziosi, K. Wolf.
A Cellular Potts Model simulating cell migration on and in matrix environments
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Math. Biosci. Engng., 10: 235-261, 2013.
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- G. D'Antonio, P. Macklin, L. Preziosi.
An agent based model for plasto-elastic mechanical interactions between cells, basement membrane and extracellular matrix,
Math. Biosci. Engng., 10: 75-101, 2013.
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- G. Vitale, L. Preziosi, D. Ambrosi.
A numerical method for the inverse problem of cell traction in 3D,
Inverse Problems, 28:095013, 2012.
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- G. Vitale, L. Preziosi, D. Ambrosi.
Force traction microscopy: An inverse problem with pointwise observations
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J. Math. Anal. Appl., 395:788-801, 2012.
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- M. Scianna, L. Preziosi.
A hybrid cellular Potts model describing different morphologies of tumor invasion front
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Math. Models Nat. Phen., 7:78-104, 2012.
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- M. Scianna, L. Preziosi.
Multiscale developments of cellular Potts models,
Multiscale Modelling and Simulation, 10:342-382, 2012.
- N. Lo Buono, M. Scianna, P. Bovino, S. Morone, R.
Panotta, E. Ferrero, C. Giverso, L. Preziosi, F. Malavasi, A. Funaro, E.
Ortolan.
D157 expression enhances invasiveness of ovarian cancer cells and induces a mesenchymal phenotype,
FEBS J., 278:218-219, 2011.
- V. Peschetola, V. Laurent, A. Duperray, L. Preziosi, D. Ambrosi, C. Verdier.
Traction forces of cancer cells,
Comp. Methods Biomech. Biomed. Engng., 14:159-160, 2011.
- A. Chauviere, L. Preziosi.
Mathematical Framework to Model Migration of Cell Population in Extracellular
Matrix, in A. Chauviere, L. Preziosi, C. Verdier, Eds.,
Cell
Mechanics: From Single Scale-Based Models to Multiscale Modeling, p. 279-312, CRC Press,
2010.
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- A. Chauviere, L. Preziosi, H. Byrne.
A model of cell
migration within the extracellular matrix based on a phenotypic switching mechanism,
Math. Med. Biol., 27(3):255-281, 2010.
- C. Giverso, M. Scianna, L. Preziosi, N. Lo Buono, A. Funaro.
Individual
cell-based model for in-vitro mesothelial invasion of ovarian cancer,
Math. Model. Nat. Phenom., 5(1):203-223, 2010.
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- M. Scianna, R. Merks, L. Preziosi, E. Medico.
Individual
cell-based models of cell scatter of ARO and MLP-29 cells in response to hepatocyte growth
factor,
J. Theor. Biol., 260(1):151-160, 2009.
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- A. Chauviere, T. Hillen, L. Preziosi.
Modeling the motion of a cell population in the extracellular matrix
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Discr. Cont. Dyn. Sys. (Supplements), Special Issue:250-259, 2007.
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- A. Chauviere, T. Hillen, L. Preziosi.
Modeling cell movement in anisotropic and heterogeneous network tissues,
Netw. Heterog. Media 2(2):333-357, 2007.
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