Purely stochastic binary decisions in cell signaling models without underlying deterministic bistabilities.
about
A density-dependent switch drives stochastic clustering and polarization of signaling moleculesTemperature control of fimbriation circuit switch in uropathogenic Escherichia coli: quantitative analysis via automated model abstractionNoise in biologyComplete integrability of information processing by biochemical reactionsA Comparison of Deterministic and Stochastic Modeling Approaches for Biochemical Reaction Systems: On Fixed Points, Means, and ModesDesigning communicating colonies of biomimetic microcapsulesData-driven quantification of the robustness and sensitivity of cell signaling networks.The architecture of a prototypical bacterial signaling circuit enables a single point mutation to confer novel network propertiesStochastic bistability and bifurcation in a mesoscopic signaling system with autocatalytic kinase.Design of active transport must be highly intricate: a possible role of myosin and Ena/VASP for G-actin transport in filopodiaPerspectives for computer modeling in the study of T cell activationNonparametric model reconstruction for stochastic differential equations from discretely observed time-series data.A model for how signal duration can determine distinct outcomes of gene transcription programs.Efficient stochastic simulation of reaction-diffusion processes via direct compilationHigh throughput single cell bioinformaticsLandscape and global stability of nonadiabatic and adiabatic oscillations in a gene network.A new mechanism of stem cell differentiation through slow binding/unbinding of regulators to genesSynergistic dual positive feedback loops established by molecular sequestration generate robust bimodal response.Stochastic effects are important in intrahost HIV evolution even when viral loads are high.Phenotypic model for early T-cell activation displaying sensitivity, specificity, and antagonism.The effects of reversibility and noise on stochastic phosphorylation cycles and cascades.Stochastic effects and bistability in T cell receptor signalingMolecular noise of capping protein binding induces macroscopic instability in filopodial dynamics.Stochastic bimodalities in deterministically monostable reversible chemical networks due to network topology reduction.Positive feedback regulation results in spatial clustering and fast spreading of active signaling molecules on a cell membrane.A stochastic single-molecule event triggers phenotype switching of a bacterial cell.The behaviour of basic autocatalytic signalling modules in isolation and embedded in networks.Dynamics of driven recurrent networks of ON and OFF cells.Noise-induced symmetry breaking far from equilibrium and the emergence of biological homochirality.Theoretical analysis of discreteness-induced transition in autocatalytic reaction dynamics.Statistical physics of a model binary genetic switch with linear feedback.Genetic Toggle Switch in the Absence of Cooperative Binding: Exact Results.Noise-Induced Mechanism for Biological Homochirality of Early Life Self-Replicators.Motif analysis for small-number effects in chemical reaction dynamics.The limiting dynamics of a bistable molecular switch with and without noise.Exact results for a noise-induced bistable system.Stochastic phenotype transition of a single cell in an intermediate region of gene state switching.Confinement and diffusion modulate bistability and stochastic switching in a reaction network with positive feedback.How noise statistics impact models of enzyme cycles.Coarse graining of master equations with fast and slow states.
P2860
Q27332265-C3575285-74CD-45CC-83E4-935B3A99AA91Q28473454-876A9D29-8883-4655-9736-B3E3C7CB15C5Q28659275-33AEB113-5ABE-49CD-B379-D7FF0925FCDEQ28822181-9B64A78A-4152-4E29-8CD7-CEA0E190121EQ28828436-C10B0AD6-7259-495F-94EE-ACD712FCDCB7Q30495555-9D25425C-B343-4F43-B29B-14254A6D9580Q30685066-0B977558-7F3A-41DB-AED8-14332BBFC253Q31129947-4AD580EA-5500-46DB-99A5-F8C23EF0FB10Q33568349-983EBFA8-6746-4143-910C-C5E1A7F71999Q33795702-3926AF80-F8F7-4174-A260-E2C7FE733852Q33849372-65AD5C53-1B6E-4F55-BC97-96CAD3D9BD6BQ34150348-DEB77423-0A8F-4A3C-B62F-A5FF645BFE74Q34200307-A66B4B6B-D523-4210-BFF2-7F9A985E6247Q34990701-6B61533A-DF86-498B-B130-99E67765C667Q35525188-14F7BD7C-28B9-43E1-9069-D8DEBF41A8CEQ35810022-EB1CDDF0-470E-4DA4-96FE-0F9F7973F735Q36141812-8113C932-2258-4C36-AAA5-AADD3ECBA3E6Q36438390-1873147D-21D0-461D-BA87-50B0A4A21DAEQ36438430-B013961A-9401-4226-98C3-54CF33DDA06AQ36673202-3B776309-5992-4F98-9244-F67ACEBE9C6FQ36838895-CFFEC0C7-552B-4779-94A9-7A1F8C4829DFQ36958563-EC85FC05-ED3D-4B68-889F-25CD687B8905Q37261764-38F08B3C-04EF-4104-842D-3A3AEB67F7FEQ37472216-F83D4F9D-5CE1-4BED-953D-7DFB640B4418Q39418637-C5451044-1F5F-4DFB-A103-094ABA8AE048Q41821986-1E0BD588-781D-4218-A0DD-3FC8CCDD0929Q46816521-C2B8BBBF-DADF-41A4-B48C-03396170B3B8Q47810466-3EE7E1B9-0D8F-4385-AF6A-7D202032FEC3Q47828130-27EF56F4-D701-4754-A5BD-5B7F2D61D38DQ47831354-B7DCEADF-25FC-4525-8998-CEE58A8CEFD8Q48284408-435EB403-DCB1-4CBC-858F-884737299FC2Q50238363-DB8680F3-2A5B-4E38-865B-F714828DD411Q50239570-EE94EAF8-EE30-4F06-85F8-86383902CC1EQ50585687-675B71C2-46E6-4B00-A6E2-993A69F2B2C9Q50750676-A89C0592-1612-4551-BC98-17277329A0ACQ50948882-A553A383-5CA2-4D54-B8BF-279ACC4F0A21Q50949348-C4A81D1F-54EB-41F9-ABD6-5A5E1465231EQ51569347-EDC2E229-4E2B-4EAC-AFE2-4AEB27CF7733Q51875398-E747C516-3E0C-4E58-AB2B-311590045D5EQ51887848-5A97287E-29D7-4DA8-B025-9C6A6A906EFB
P2860
Purely stochastic binary decisions in cell signaling models without underlying deterministic bistabilities.
description
2007 nî lūn-bûn
@nan
2007年の論文
@ja
2007年学术文章
@wuu
2007年学术文章
@zh-cn
2007年学术文章
@zh-hans
2007年学术文章
@zh-my
2007年学术文章
@zh-sg
2007年學術文章
@yue
2007年學術文章
@zh
2007年學術文章
@zh-hant
name
Purely stochastic binary decis ...... g deterministic bistabilities.
@ast
Purely stochastic binary decis ...... g deterministic bistabilities.
@en
type
label
Purely stochastic binary decis ...... g deterministic bistabilities.
@ast
Purely stochastic binary decis ...... g deterministic bistabilities.
@en
prefLabel
Purely stochastic binary decis ...... g deterministic bistabilities.
@ast
Purely stochastic binary decis ...... g deterministic bistabilities.
@en
P2093
P2860
P356
P1476
Purely stochastic binary decis ...... g deterministic bistabilities.
@en
P2093
Arup K Chakraborty
Jayajit Das
Maxim N Artyomov
P2860
P304
18958-18963
P356
10.1073/PNAS.0706110104
P407
P577
2007-11-19T00:00:00Z