Intermediates and Generic Convergence to Equilibria

[1]  Anne Shiu,et al.  An all-encompassing global convergence result for processive multisite phosphorylation systems. , 2016, Mathematical biosciences.

[2]  Elisenda Feliu,et al.  Intermediates, catalysts, persistence, and boundary steady states , 2015, Journal of mathematical biology.

[3]  Elisenda Feliu,et al.  Graphical reduction of reaction networks by linear elimination of species , 2015, Journal of mathematical biology.

[4]  Anne Shiu,et al.  A Global Convergence Result for Processive Multisite Phosphorylation Systems , 2014, Bulletin of Mathematical Biology.

[5]  Carsten Conradi,et al.  A Global Convergence Result for Processive Multisite Phosphorylation Systems , 2014, Bulletin of mathematical biology.

[6]  Elisenda Feliu,et al.  Simplifying biochemical models with intermediate species , 2013, Journal of The Royal Society Interface.

[7]  Alexander N Gorban,et al.  Reduction of dynamical biochemical reactions networks in computational biology , 2012, Front. Gene..

[8]  Elisenda Feliu,et al.  Exact analysis of intrinsic qualitative features of phosphorelays using mathematical models. , 2011, Journal of theoretical biology.

[9]  David Angeli,et al.  Graph-theoretic characterizations of monotonicity of chemical networks in reaction coordinates , 2010, Journal of mathematical biology.

[10]  Eduardo Sontag,et al.  A Petri net approach to the study of persistence in chemical reaction networks. , 2006, Mathematical biosciences.

[11]  Peter J. Butterworth,et al.  Fundamentals of enzyme kinetics (3rd edn) A. Cornish-Bowden. Portland Press Ltd, London, 422 + xvi pp., ISBN 1 85578 158 1 (2000) , 2005 .

[12]  E. L. King,et al.  A Schematic Method of Deriving the Rate Laws for Enzyme-Catalyzed Reactions , 1956 .

[13]  J. Lei Monotone Dynamical Systems , 2013 .

[14]  Martin Schechter,et al.  An Introduction to Nonlinear Analysis , 2004 .

[15]  G. Smirnov Introduction to the Theory of Differential Inclusions , 2002 .

[16]  C. Widmann,et al.  Mitogen-activated protein kinase: conservation of a three-kinase module from yeast to human. , 1999, Physiological reviews.

[17]  M. Hirsch Stability and convergence in strongly monotone dynamical systems. , 1988 .