A mathematical model for neutrophil gradient sensing and polarization
about
Interaction of motility, directional sensing, and polarity modules recreates the behaviors of chemotaxing cellsOscillatory behavior of neutrophils under opposing chemoattractant gradients supports a winner-take-all mechanismAutocatalytic loop, amplification and diffusion: a mathematical and computational model of cell polarization in neural chemotaxisModeling robustness tradeoffs in yeast cell polarization induced by spatial gradientsRepelled from the wound, or randomly dispersed? Reverse migration behaviour of neutrophils characterized by dynamic modelling.Moesin and myosin phosphatase confine neutrophil orientation in a chemotactic gradient.Directional persistence of cell migration coincides with stability of asymmetric intracellular signaling.A comparison of mathematical models for polarization of single eukaryotic cells in response to guided cues.Calibrating spatio-temporal models of leukocyte dynamics against in vivo live-imaging data using approximate Bayesian computation.A bistable model of cell polarity.Evolutionarily conserved coupling of adaptive and excitable networks mediates eukaryotic chemotaxis.Signaling pathways that control cell migration: models and analysisPAR-3 oligomerization may provide an actin-independent mechanism to maintain distinct par protein domains in the early Caenorhabditis elegans embryocAMP Promotes Cell Migration Through Cell Junctional Complex Dynamics and Actin Cytoskeleton Remodeling: Implications in Skin Wound HealingWave-pinning and cell polarity from a bistable reaction-diffusion system.Micropatterning of single endothelial cell shape reveals a tight coupling between nuclear volume in G1 and proliferation.Identifying network motifs that buffer front-to-back signaling in polarized neutrophils.Accuracy of direct gradient sensing by single cells.A Computational Model of YAP/TAZ Mechanosensing.Directional sensing during chemotaxis.Calling heads from tails: the role of mathematical modeling in understanding cell polarizationModels at the single cell level.Spatial regulation of PI3K signaling during chemotaxis.The structure of dynamic GPCR signaling networks.Dynamic membrane patterning, signal localization and polarity in living cells.Mathematical Models for Immunology: Current State of the Art and Future Research Directions.Non-Brownian dynamics and strategy of amoeboid cell locomotion.Designing synthetic regulatory networks capable of self-organizing cell polarization.Spatiotemporal regulation of Ras activity provides directional sensing.Mathematical analysis of steady-state solutions in compartment and continuum models of cell polarization.ENteric Immunity SImulator: a tool for in silico study of gastroenteric infections.Mechanisms of Cell Polarization.
P2860
Q27324370-4E50D29F-560E-49DA-9B92-7F81FB36A82AQ27333489-AE012FBF-E1E5-44DE-B080-E8030F65FB10Q28475953-B1C5B824-01AD-4818-B96C-7C6EF0E89F17Q28476734-66128855-5235-404A-B7BD-103FAEEB9972Q30527643-F6DBA4E3-AB52-402A-8637-42EE7A355222Q30620016-6E268214-259A-410A-AFA9-AEB3A94071FEQ33568307-82F293A0-E7D9-4D48-A105-C61B1DED7226Q33892604-E8246337-5337-42D8-83FA-07164C0767D4Q34156838-E07F1CAF-BB78-4292-AAB1-F049E233314BQ34181587-00161FA8-34D1-4A9C-9191-69A31F35DE17Q34413058-B4A15195-54D5-426B-B5F6-D0255132CAD8Q34643454-BE93AAED-4991-4B56-AFA7-AE152A346469Q35224029-828B9164-07DF-42D1-A193-73CE93E288DBQ36206087-AC0AB8FD-DED1-4D97-837B-D227BF2D276FQ36538171-DEAF8480-1471-49F7-A280-694A36DE701AQ36678153-9B6F62ED-2CE4-475C-8992-A8ED1E353D64Q36907763-4E2013ED-2338-4D64-8335-AC4F5BBB2583Q36948985-1B31B8EE-8D0D-421D-85C8-B89C1F3F4657Q37041929-20257E19-03A9-44C3-A672-4B4E95480980Q37152963-61CECECE-5FF2-4805-ACDE-414DB96CAC0EQ37216177-C0D51DA4-BF5E-4DD7-9203-5429D9532831Q37492381-88442CF9-4EA6-45E7-8E42-B29D373707C0Q37787953-D75D5028-91A7-4C4F-ABD3-20538DC2792DQ38205234-EABC8AE9-A415-4033-87D3-C236FA9EECFBQ38309176-C1259566-6D63-4AE6-8C5F-63B90A17E114Q38809377-0EA43DD1-E30A-4ABE-B2AA-81B014F77661Q39334786-0D49D0F4-BBC8-49B0-9747-CB5005E0D599Q41137484-A29056D4-613F-4376-A72D-35CC5DFBB712Q41492003-75DAB5CE-FFBA-4C00-A10C-A18FABB35622Q42936768-EBCE6FA7-6C59-4D2A-9BD6-5323DCA3EC4DQ43086457-E45606B2-61A3-40EE-BA48-89E3CFEE8A00Q55395809-9B2C4FBA-A04C-48A0-9D8D-025BA8166D54
P2860
A mathematical model for neutrophil gradient sensing and polarization
description
2007 nî lūn-bûn
@nan
2007 թուականի Մարտին հրատարակուած գիտական յօդուած
@hyw
2007 թվականի մարտին հրատարակված գիտական հոդված
@hy
2007年の論文
@ja
2007年論文
@yue
2007年論文
@zh-hant
2007年論文
@zh-hk
2007年論文
@zh-mo
2007年論文
@zh-tw
2007年论文
@wuu
name
A mathematical model for neutrophil gradient sensing and polarization
@ast
A mathematical model for neutrophil gradient sensing and polarization
@en
A mathematical model for neutrophil gradient sensing and polarization
@nl
type
label
A mathematical model for neutrophil gradient sensing and polarization
@ast
A mathematical model for neutrophil gradient sensing and polarization
@en
A mathematical model for neutrophil gradient sensing and polarization
@nl
prefLabel
A mathematical model for neutrophil gradient sensing and polarization
@ast
A mathematical model for neutrophil gradient sensing and polarization
@en
A mathematical model for neutrophil gradient sensing and polarization
@nl
P2860
P3181
P1476
A mathematical model for neutrophil gradient sensing and polarization
@en
P2093
Christopher V Rao
Matthew Onsum
P2860
P3181
P356
10.1371/JOURNAL.PCBI.0030036
P407
P577
2007-03-16T00:00:00Z