Published in J Math Biol on May 31, 2004
Stage-structured cannibalism with delay in maturation and harvesting of an adult predator. J Biol Phys (2012) 0.86
Predator-prey models with component Allee effect for predator reproduction. J Math Biol (2015) 0.78
A new multi-step technique with differential transform method for analytical solution of some nonlinear variable delay differential equations. Springerplus (2016) 0.75
Modeling the population dynamics of lemon sharks. Biol Direct (2014) 0.75
A time-delay model of single-species growth with stage structure. Math Biosci (1990) 1.95
Interaction of maturation delay and nonlinear birth in population and epidemic models. J Math Biol (1999) 0.79
Evolutionary consequences of basic growth equations. Trends Ecol Evol (1992) 0.78
Stage-structure models of populations with distinct growth and development processes. IMA J Math Appl Med Biol (1985) 0.76
Biodiversity, habitat area, resource growth rate and interference competition. Bull Math Biol (2003) 0.76
Modeling the glucose-insulin regulatory system and ultradian insulin secretory oscillations with two explicit time delays. J Theor Biol (2006) 1.30
Growth and neutral lipid synthesis in green microalgae: a mathematical model. Bioresour Technol (2010) 1.08
Tumor-immune interaction, surgical treatment, and cancer recurrence in a mathematical model of melanoma. PLoS Comput Biol (2009) 1.02
A ratio-dependent food chain model and its applications to biological control. Math Biosci (2003) 1.00
The evolutionary impact of androgen levels on prostate cancer in a multi-scale mathematical model. Biol Direct (2010) 0.97
Dynamics of a plant-herbivore model. J Biol Dyn (2008) 0.96
Mathematical modeling and qualitative analysis of insulin therapies. Math Biosci (2007) 0.93
Cats protecting birds revisited. Bull Math Biol (2005) 0.91
The roles of predator maturation delay and functional response in determining the periodicity of predator-prey cycles. Math Biosci (2009) 0.89
Dynamics of a delay differential equation model of hepatitis B virus infection. J Biol Dyn (2008) 0.88
Dynamics of a mechanistically derived stoichiometric producer-grazer model. J Biol Dyn (2008) 0.87
Rich dynamics of a hepatitis B viral infection model with logistic hepatocyte growth. J Math Biol (2009) 0.84
Deterministic extinction effect of parasites on host populations. J Math Biol (2003) 0.84
Enhanced modelling of the glucose–insulin system and its applications in insulin therapies. J Biol Dyn (2009) 0.84
Modeling the interaction of cytotoxic T lymphocytes and influenza virus infected epithelial cells. Math Biosci Eng (2010) 0.83
Systemically modeling the dynamics of plasma insulin in subcutaneous injection of insulin analogues for type 1 diabetes. Math Biosci Eng (2009) 0.83
The dynamics of a delay model of hepatitis B virus infection with logistic hepatocyte growth. Math Biosci Eng (2009) 0.83
Explicit separation of growth and motility in a new tumor cord model. Bull Math Biol (2008) 0.81
Competition and stoichiometry: coexistence of two predators on one prey. Theor Popul Biol (2004) 0.80
Mathematical models of the interrelated dynamics of hepatitis D and B. Math Biosci (2014) 0.80
The dynamics of a stoichiometric plant-herbivore model and its discrete analog. Math Biosci Eng (2007) 0.78
Accurate state estimation from uncertain data and models: an application of data assimilation to mathematical models of human brain tumors. Biol Direct (2011) 0.77
Assessing the Public Health impact of HIV interventions: the critical role of demographics. J Acquir Immune Defic Syndr (2014) 0.77
A viral load-based cellular automata approach to modeling HIV dynamics and drug treatment. J Theor Biol (2007) 0.77
Mathematical insights in evaluating state dependent effectiveness of HIV prevention interventions. Bull Math Biol (2013) 0.77
Mathematically modeling the biological properties of gliomas: A review. Math Biosci Eng (2015) 0.76
Host extinction dynamics in a simple parasite-host interaction model. Math Biosci Eng (2005) 0.75
An epidemic model with post-contact prophylaxis of distributed length I. Thresholds for disease persistence and extinction. J Biol Dyn (2008) 0.75
Two-species competition with high dispersal: the winning strategy. Math Biosci Eng (2005) 0.75
Rabbits killing birds revisited. Math Biosci (2006) 0.75
Dynamics of a producer-grazer model incorporating the effects of excess food nutrient content on grazer's growth. Bull Math Biol (2014) 0.75
Global existence and uniqueness of classical solutions for a generalized quasilinear parabolic equation with application to a glioblastoma growth model. Math Biosci Eng (2017) 0.75
High-performance planar ultrasonic tool based on d₃₁-mode piezocrystal. IEEE Trans Ultrason Ferroelectr Freq Control (2015) 0.75
High-power characterization of a microcutter actuated by PMN-PT piezocrystals. IEEE Trans Ultrason Ferroelectr Freq Control (2015) 0.75
A data-motivated density-dependent diffusion model of in vitro glioblastoma growth. Math Biosci Eng (2015) 0.75
A stoichiometric producer-grazer model incorporating the effects of excess food-nutrient content on consumer dynamics. Math Biosci (2013) 0.75
A simple spatiotemporal rabies model for skunk and bat interaction in northeast Texas. J Theor Biol (2012) 0.75
Modeling and analysis of stoichiometric two-patch consumer-resource systems. Math Biosci (2004) 0.75
Alternative models for cyclic lemming dynamics. Math Biosci Eng (2007) 0.75
Data and implication based comparison of two chronic myeloid leukemia models. Math Biosci Eng (2013) 0.75
Global analysis of a stoichiometric producer-grazer model with Holling type functional responses. J Math Biol (2011) 0.75