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Home
Faculty of Natural And Applied Sciences
Department of Mathematics
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Department of Mathematics
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https://keffi.nsuk.edu.ng/handle/20.500.14448/3873
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Browsing Department of Mathematics by Subject
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Bifurcation. Transport, dispersal, cross diffusion, stability analysis. Turing instability conditions.
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Co-Infection, Malaria, Hepatitis B Virus.
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Collocation methods, Initial Value Problems, Chebyshev Polynomials, Perturbation Function, Convergence and Stability
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Cross-diffusion driven instability, parameter space, spatial patterns, pattern formation, validation, numerical simulation, Turing theory, Finite difference method..
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Epidemic Model, Stability Analysis, HIV/AIDS, Disease Free Equilibrium Points
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equilibrium stales, reproductive ratio, Epidemics threshold. S I D, stability.
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Final size epidemic, Global Infection, Infectious Period distribution, Maximum likelihood estimates.
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Final size epidemic, Infectious period distribution, Maximum likelihood estimates, Misclassi- fication probabilities.
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Final Size Epidemic, Infectious Period Distribution, Maximum Likelihood Estimates, Misclassification Probabilities
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Final size epidemic, infectious period distribution, misspecification, misclassification probabil ities.
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Formulate, continuous, model, income, retirement, time.
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Full Transformation, Contraction, Idempotent
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Full Transformation, Contraction, Semigroup, order preserving
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Infectious period, Global infection, household epidemic, threshold parameter.
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Life expectancy, population areas size, proportionate mixing, stability, steady stato, mortality into
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Mathematical prototype; Biological enemies; Anopheles; Control; Malaria
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nopheles; Copepod; Tadpole; Purple martins; Malaria
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Pictorial; Integral; Control; Malaria; Maple
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Response surface, Factors, Canonical analysis, Quadratic surface, Residual analysis, Goodness offit test, Contour plots, ANO VA.
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Steady slate, I-IIV/AIDS, mortality rale, interaction function, infection rate, AIDS Incubation period, HIV progression rate, 1-I.lV infectious perio
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