A mathematical model for pattern formation of glioma cells outside the tumor spheroid core.
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Strategies of eradicating glioma cells: a multi-scale mathematical model with MiR-451-AMPK-mTOR controlMathematical modeling of Interleukin-35 promoting tumor growth and angiogenesisInvasion from a cell aggregate--the roles of active cell motion and mechanical equilibrium.Morphometric model for discrimination between glioblastoma multiforme and solitary metastasis using three-dimensional shape analysis.miR451 and AMPK mutual antagonism in glioma cell migration and proliferation: a mathematical modelThe LDL-HDL profile determines the risk of atherosclerosis: a mathematical model.Combined experimental and mathematical approach for development of microfabrication-based cancer migration assayChoindroitinase ABC I-mediated enhancement of oncolytic virus spread and anti tumor efficacy: a mathematical model.The anomalous diffusion of a tumor invading with different surrounding tissuesOptimal control strategies of eradicating invisible glioblastoma cells after conventional surgery.Mechanistic modeling of the effects of myoferlin on tumor cell invasion.A quantitative study of shape descriptors from glioblastoma multiforme phenotypes for predicting survival outcome.The role of myosin II in glioma invasion: A mathematical model.Regulation of cell proliferation and migration in glioblastoma: new therapeutic approachMathematical modelling of spatio-temporal glioma evolutionOn a multiphase multicomponent model of biofilm growth.A Nonlocal Model for Contact Attraction and Repulsion in Heterogeneous Cell Populations.The Role of the Tumor Microenvironment in Glioblastoma: A Mathematical Model.Tumor proliferation and diffusion on percolation clusters.Combination therapy for melanoma with BRAF/MEK inhibitor and immune checkpoint inhibitor: a mathematical model.The biology and mathematical modelling of glioma invasion: a review.A simple and accurate rule-based modeling framework for simulation of autocrine/paracrine stimulation of glioblastoma cell motility and proliferation by L1CAM in 2-D culture.Discrimination between glioblastoma multiforme and solitary metastasis using morphological features derived from the p:q tensor decomposition of diffusion tensor imaging.Effective equations for anisotropic glioma spread with proliferation: a multiscale approach and comparisons with previous settings.A hybrid model of tumor-stromal interactions in breast cancer.Chronic hepatitis B virus and liver fibrosis: A mathematical model.Integrating in vitro experiments with in silico approaches for Glioblastoma invasion: the role of cell-to-cell adhesion heterogeneity
P2860
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P2860
A mathematical model for pattern formation of glioma cells outside the tumor spheroid core.
description
2009 nî lūn-bûn
@nan
2009年の論文
@ja
2009年学术文章
@wuu
2009年学术文章
@zh
2009年学术文章
@zh-cn
2009年学术文章
@zh-hans
2009年学术文章
@zh-my
2009年学术文章
@zh-sg
2009年學術文章
@yue
2009年學術文章
@zh-hant
name
A mathematical model for patte ...... tside the tumor spheroid core.
@en
A mathematical model for patte ...... tside the tumor spheroid core.
@nl
type
label
A mathematical model for patte ...... tside the tumor spheroid core.
@en
A mathematical model for patte ...... tside the tumor spheroid core.
@nl
prefLabel
A mathematical model for patte ...... tside the tumor spheroid core.
@en
A mathematical model for patte ...... tside the tumor spheroid core.
@nl
P2093
P1476
A mathematical model for patte ...... tside the tumor spheroid core.
@en
P2093
Avner Friedman
E Antonio Chiocca
Michal O Nowicki
Sean Lawler
Yangjin Kim
P304
P356
10.1016/J.JTBI.2009.06.025
P407
P577
2009-07-09T00:00:00Z