Two-population mathematical model
Mathematical Model for the dynamic behavior of two competing plant species
... the mathematical model for the dynamic behavior of two competing plant ...the population of the weed and enhance the growth of the foodcrop ...
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The Effect of Pulse Vaccination on the Transmission Dynamics of Rotavirus Diarrhea
... basic mathematical model has been formulated to study the infection for Rota Virus on human ...this model, susceptible population, infected population and vaccinated population ...
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A Mathematical Model to Analyze Spread of Hemorrhagic Disease in White Tailed Deer Population
... DOI: 10.4236/jamp.2017.511184 2263 Journal of Applied Mathematics and Physics are frequently grouped together and referred to as HD. Symptoms include hemorrhaging, swelling due to fluid accumulation, sores, ulcers, ...
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Mathematical Analysis and Simulation of an Age Structured Model of Two Patch for Tuberculosis (TB)
... ℜ > we will evaluate the impact of BCG vaccine and the birth rate of the population in the dynamics of spread of TB. As- suming that all parameters are the same in both patches except the vaccine rate, we ob- ...
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Time-evolution of age-dependent mortality patterns in mathematical model of heterogeneous human population
... Almost two centuries after Addison, Pearson considered death as a random event and decomposed the entire mortality curve into five different phases, described by five different probability distributions (Pearson ...
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Collective phenomena in networks of spiking neurons with synaptic delays
... into two main classes of ...called population density method, as they derive evolution equations for the probability density of the membrane potentials (Knight et ...to mathematical analysis; ...
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Mathematical Model of Dengue Fever with and without awareness in Host Population
... last two equations of the system of Equations (6), the non-negative matrix F , of the infection terms and the non-singular matrix V , of the transition terms are given, respectively [10] by: ...
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A mathematical model for two phase human blood flow in hepatic venuoles along liver abscess
... Pyogenic liver abscess (PLA) is a rare but potentially lethal condition, with a reported incidence of 20 per 1,00,000 hospital admissions in a western population. Its severity depends on the source of the ...
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A Dengue Vaccination Model for Immigrants in a Two Age Class Population
... Many mathematical models have been devised as the means to understand and to control those kinds of diseases 6, 14, ...a population, there will be no disease-free ...
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Implications of population level immunity for the emergence of artemisinin resistant malaria: a mathematical model
... of two genetically-identical gametes) and a lower degree of wild-type diversity ...the model, settings with lower prevalence also had lower levels of ...of population-level ...
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Mathematical Model for the Population Dynamics of the Serengeti Ecosystem
... The Thomson’s gazelles population has been declining almost two thirds over a decade ago. This decline has been due to: predation, interspecific competition and diseases. Predation has been found to be the ...
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Prey predator Dynamics under Herd Behavior of Prey
... with two prey species and single predator population in which two prey populations are fighting for the same ...prey population exhibits herd behavior as their own defense mechanism and second ...
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The Mathematical Model of Spiral Bevel Gears – A Review
... the mathematical model of the SBG is a basis for stress and thermal analysis, the optimization of machine-tool settings, frictional contact analysis in lubricated condition, and advanced manufacturing ...
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A mathematical model of HTLV-I infection with nonlinear incidence and two time delays
... HAM/TSP equilibrium exists, and the HTLV-I infection becomes chronic with a persistent CTL response. Moreover, Lu et al [1] show that the immune delay can destabilize the HAM/TSP equilibrium, leading to Hopf ...
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Invention Of Arbitrary Encryption System Using Applied Mathematical Tree Structure
... the two separate technique named as Applied Mathematical Tree Structure (AMTS) and Matrix Mathematical (MM) ...AMTS model, data other than the 2n level order works with MM ...of two ...
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Canalization, Genetic Assimilation and Preadaptation: A Quantitative Genetic Model
... a mathematical model to analyze the evolution of canalization for a trait under stabilizing selection, where each individual in the population is randomly exposed to different environmental condi- ...
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Well-posedness of an epidemiological problem described by an evolution PDE
... the population, we assume that age a belongs to a finite interval [0, A], animals reaching age A being systematically culled because they are considered as too ...The population of infected animals is also ...
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A Mathematical Model of Two Phases Newtonian Layer Renal Blood Flow in Capillaries
... the mathematical modelling for the renal blood flow along the capillaries in case of renal disease Diabetes, considering the nature of renal circulatory system in human ...has two phases, one of which is ...
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<p>Population pharmacokinetic analysis of tramadol and <em>O</em>-desmethyltramadol with genetic polymorphism of <em>CYP2D6</em></p>
... The fi nal PK model and fi nal estimates were used to simulate the time-concentration pro fi les following dif- ferent dosing regimens. The simulations showed that the peak plasma concentration of tramadol for the ...
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Characterizing and quantifying the effects of breast cancer therapy using mathematical modeling
... This model, in contrast, produces results that relate to the very biological parameters that the researchers are usually trying to affect in the trial design, and are therefore meaningful and directly ...these ...
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