Published in Bull Math Biol on January 01, 1988
Modeling networks of coupled enzymatic reactions using the total quasi-steady state approximation. PLoS Comput Biol (2007) 1.58
Dynamics of target-mediated drug disposition: characteristic profiles and parameter identification. J Pharmacokinet Pharmacodyn (2012) 1.19
Sequential model to describe the nicotinic synaptic current. Biophys J (1989) 1.19
Transient dynamics of genetic regulatory networks. Biophys J (2007) 1.19
Robustness in glyoxylate bypass regulation. PLoS Comput Biol (2009) 1.15
Reaction diffusion model of the enzymatic erosion of insoluble fibrillar matrices. Biophys J (2002) 0.99
Use and abuse of the quasi-steady-state approximation. Syst Biol (Stevenage) (2006) 0.97
Constructing stochastic models from deterministic process equations by propensity adjustment. BMC Syst Biol (2011) 0.95
Coping with time scales in disease systems analysis: application to bone remodeling. J Pharmacokinet Pharmacodyn (2011) 0.93
The role of recombination for the coevolutionary dynamics of HIV and the immune response. PLoS One (2011) 0.92
Quasi-steady state assumptions for non-isolated enzyme-catalysed reactions. J Math Biol (2003) 0.90
On the precision of quasi steady state assumptions in stochastic dynamics. J Chem Phys (2012) 0.90
Enzyme kinetics and metabolic control. A method to test and quantify the effect of enzymic properties on metabolic variables. Biochem J (1990) 0.88
Effects of periodic input on the quasi-steady state assumptions for enzyme-catalysed reactions. J Math Biol (2004) 0.86
Enhanced identification and exploitation of time scales for model reduction in stochastic chemical kinetics. J Chem Phys (2008) 0.86
Characterizing the relationship between steady state and response using analytical expressions for the steady states of mass action models. PLoS Comput Biol (2013) 0.86
From quiescence to proliferation: Cdk oscillations drive the mammalian cell cycle. Front Physiol (2012) 0.83
Logarithmic and power law input-output relations in sensory systems with fold-change detection. PLoS Comput Biol (2014) 0.83
The coupling of pathways and processes through shared components. BMC Syst Biol (2011) 0.80
Noise propagation in two-step series MAPK cascade. PLoS One (2012) 0.79
A Model of Extracellular Enzymes in Free-Living Microbes: Which Strategy Pays Off? Appl Environ Microbiol (2015) 0.78
A quantitative fluorescence-based steady-state assay of DNA polymerase. FEBS J (2014) 0.78
A generalised enzyme kinetic model for predicting the behaviour of complex biochemical systems. FEBS Open Bio (2015) 0.78
Evaluation of rate law approximations in bottom-up kinetic models of metabolism. BMC Syst Biol (2016) 0.77
Model-Driven Understanding of Palmitoylation Dynamics: Regulated Acylation of the Endoplasmic Reticulum Chaperone Calnexin. PLoS Comput Biol (2016) 0.76
A queueing approach to multi-site enzyme kinetics. Interface Focus (2014) 0.76
Strategies for individual phenotyping of linoleic and arachidonic acid metabolism using an oral glucose tolerance test. PLoS One (2015) 0.75
Impact of saturable distribution in compartmental PK models: dynamics and practical use. J Pharmacokinet Pharmacodyn (2017) 0.75
Note: Parameter-independent bounding of the stochastic Michaelis-Menten steady-state intrinsic noise variance. J Chem Phys (2013) 0.75
An Additional Method for Analyzing the Reversible Inhibition of an Enzyme Using Acid Phosphatase as a Model. Curr Enzym Inhib (2015) 0.75
Model for chemotaxis. J Theor Biol (1971) 5.01
Generation of oscillations by the p53-Mdm2 feedback loop: a theoretical and experimental study. Proc Natl Acad Sci U S A (2000) 3.74
Initiation of slime mold aggregation viewed as an instability. J Theor Biol (1970) 3.14
Traveling bands of chemotactic bacteria: a theoretical analysis. J Theor Biol (1971) 2.67
Dissipative structure: an explanation and an ecological example. J Theor Biol (1972) 2.27
Extending the quasi-steady state approximation by changing variables. Bull Math Biol (1996) 1.61
A molecular mechanism for sensory adaptation based on ligand-induced receptor modification. Proc Natl Acad Sci U S A (1986) 1.56
A mechanism for exact sensory adaptation based on receptor modification. J Theor Biol (1986) 1.54
Theoretical analysis of chemotactic movement in bacteria. J Mechanochem Cell Motil (1973) 1.15
A simple quantitative assay for bacterial motility. J Gen Microbiol (1977) 1.12
Unified mechanism for relay and oscillation of cyclic AMP in Dictyostelium discoideum. Proc Natl Acad Sci U S A (1977) 1.10
A theoretical study of calcium entry in nerve terminals, with application to neurotransmitter release. J Theor Biol (1981) 1.04
Standing-gradient flows driven by active solute transport. J Theor Biol (1970) 1.04
A theoretical explanation for some effects of calcium on the facilitation of neurotransmitter release. J Theor Biol (1980) 1.04
A numerical study of the formation and propagation of traveling bands of chemotactic bacteria. J Theor Biol (1974) 1.03
Analysis of countercurrent diffusion exchange in blood vessels of the renal medulla. Am J Physiol (1971) 1.03
The paucity of plants evolving genetic resistance to herbicides: possible reasons and implications. J Theor Biol (1978) 1.02
Control of developmental transitions in the cyclic AMP signalling system of Dictyostelium discoideum. Differentiation (1980) 1.00
Th1 or Th2: how an appropriate T helper response can be made. Bull Math Biol (2001) 0.98
Cell migrations during morphogenesis: some clues from the slug of Dictyostelium discoideum. Bioessays (1986) 0.96
A basic biophysical model for bursting neurons. Biol Cybern (1993) 0.96
G-CSF control of neutrophils dynamics in the blood. Bull Math Biol (2007) 0.91
Instability of a layer of chemotactic cells, attractant and degrading enzyme. J Theor Biol (1972) 0.88
A singular perturbation approach to diffusion reaction equations containing a point source, with application to the hemolytic plaque assay. J Math Biol (1978) 0.87
A minimal biophysical model for an excitable and oscillatory neuron. Biol Cybern (1991) 0.86
Co-operative response of oligomeric protein receptors coupled to non-co-operative ligand binding. J Mol Biol (1975) 0.85
Conflict between positive and negative feedback as an explanation for the initiation of aggregation in slime mould amoebae. Nature (1970) 0.85
Computer evidence concerning the chemotactic signal in Dictyostelium discoideum. J Cell Sci (1977) 0.85
Pattern formation in one- and two-dimensional shape-space models of the immune system. J Theor Biol (1992) 0.84
How growth affects the fate of cellular metabolites. Bull Math Biol (2005) 0.84
Ways to discern the presynaptic effect of drugs on neurotransmitter release. J Theor Biol (1982) 0.84
Models of the influence of predation on aspect diversity in prey populations. J Math Biol (1982) 0.84
Lipid diffusion in neurons. Nature (1993) 0.82
On the contribution of mathematical models to the understanding of neurotransmitter release. Int Rev Neurobiol (1990) 0.81
Exhaustion of calcium does not terminate evoked neurotransmitter release. J Theor Biol (1984) 0.81
Theory for the feedback inhibition of fast release of neurotransmitter. Bull Math Biol (2000) 0.80
A gradually slowing travelling band of chemotactic bacteria. J Math Biol (1984) 0.79
On the role of a possible dialogue between cytokine and TCR-presentation mechanisms in the regulation of autoimmune disease. J Theor Biol (1998) 0.79
Neurotransmitter release: development of a theory for total release based on kinetics. J Theor Biol (1989) 0.78
On the quantal hypothesis of neurotransmitter release: an explanation for the calcium dependence of the binomial parameters. J Theor Biol (1986) 0.78
Incorporation of receptor kinetics into a model for bacterial chemotaxis. J Theor Biol (1976) 0.78
Facilitation as a tool to study the entry of calcium and the mechanism of neurotransmitter release. Prog Neurobiol (1989) 0.78
On spatial periodicity in the formation of cell adhesions to a substrate. Cell Biophys (1983) 0.77
A computer simulation of pulsatile aggregation in Dictyostelium discoideum. J Theor Biol (1978) 0.77
Local probes and heterogeneous catalysis: a case study of a mitochondria-luciferase-hexokinase coupled system. J Theor Biol (1992) 0.75
Adaptation, oscillations and relay in a model for cAMP secretion in cellular slime molds. J Theor Biol (1988) 0.75
Modeling immunotherapy for allergy. Bull Math Biol (1996) 0.75
A case study of linear versus non-linear modelling. J Theor Biol (1983) 0.75
One-vesicle hypothesis for neurotransmitter release: a possible molecular mechanism. Bull Math Biol (2001) 0.75
A model for the establishment of pattern by positional differentiation with memory. J Theor Biol (1984) 0.75
On a model for the structure of circular mitochondrial genomes in higher plants. IMA J Math Appl Med Biol (1985) 0.75
Newton, the politician. Science (1972) 0.75