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Now showing items 1-20 of 44

Foundation Course in Higher Mathematics for Universities, Polytechnics and Colleges of Education.

Ohwadua, Emmanuel (University Press Plc., 2006)
DIFFERENTIAL TRANSFORMATION METHOD FOR SOLVING MALARIA –HYGIENE MATHEMATICAL MODEL

AZUABA, Emmanuel (Matrix Science Mathematic (MSMK), 2012-05-01)

In this study, we proposed a malaria-hygiene mathematical model using non-linear differential equation. The model equations are divided into seven compartments consisting of five human compartments (Hygienic Susceptible, ...
[Awareness, Attitude and Practices of Premarital Human Immunodeficiency Virus (HIV) Screening among Leaders of Two Predominant Religions in North Central Nigeria

JOSEPH, Folake (TAF Preventive Medicine Bulletin, 2013)

AIM: HIV premarital screening is one of the practices that is prevalent and compulsory in religious communities of many African countries and is a major health issue that constitutes basic threat to fundamental human ...
Three-Step Implicit Block Method for Second Order Odes

JOSEPH, Folake (International Journal of Engineering Science Invention, 2014-03)

This paper focuses on the development of three-step implicit numerical method capable of solving second order Initial Value Problems of Ordinary Differential Equations. The collocation and interpolation techniques are ...
Application of matrices to the theory of games

AZUABA, Emmanuel (journal of Nigeria association of mathethematics physics, 2016)

In this paper, formation of payoff matrics of games and evaluation of saddle point of games is obtained,in addition determination of strategies used by players in a game as well as the expected payoff of a player is obtained.
Health Status Analysis of the Erythrocyte Sedimentation Rate (ESR) of Patients Using Logistic Regression Method

AZUABA, Emmanuel (Journal of the Nigerian Association of Mathematical Physics, 2016-11)

In this study, a logistic the Institute of Medical Research, Kuala Lumpur, Malaysia which contained 32 observations and 3 variables( Three logistic regression models were constructed namely: the null model (model ...
Effect of Loss of Vaccine Induced Immunity in the Transmission Dynamics of Childhood Disease

Mr I. G. Usman; S.T. Akinyemi; A. A. Ahiaba; Mr Y. Oyelowo (International Journal of Applied Science and Mathematical Theory, 2016-12-01)

In this paper, a deterministic nonlinear model for the transmission dynamics of childhood disease is formulated and rigorously analyzed to explore the effect of loss of vaccine-induced immunity. The model was shown to ...
EXISTENCE OF EQUILIBRIUM POINTS OF THE MATHEMATICAL MODEL OF EBOLA DISEASE DYNAMICS INCORPORATING INFECTION-AGE STRUCTURE IN THE QUARANTINED COMPARTMENT WITH TREATMENT

AZUABA, Emmanuel ((JOSTMED), 2017)

In this paper, we present a mathematical model of Ebola Virus Disease (EVD) dynamics incorporating infection-age structure in the compartment of the quarantined with treatment. The model equations consist of Ordinary ...
Linearization of the equation of motion of a free participle in a space of constant curvature differential forms.

AZUABA, Emmanuel (BAOBAB Journal of science and technology, 2017)

In this paper we obtain the linearization point transformation for equation of motion of free participle in a space of constant curvature, using the method of differential forms.
Series Solutions Using Variational Iteration, Differential Transform and Adomian Decomposition Methods.

A. A. Ahiaba; Ibrahim M. O. (International Journal of Academic Studies, 2018)

In this research work, a proposed Lassa fever model is solved by the Differential transform method (DTM), Variational Iteration Method (VIM) and Adomian decomposition methods (ADM). Prior to approximate solutions to the ...
A MATHEMATICAL MODEL OF THE TRANSMISSION DYNAMICS AND CONTROL OF TRYPANOSOMIASIS

AZUABA, Emmanuel ((JOSTMED), 2018)

A Mathematical model describing the transmission dynamics and control of Trypanosomiasis is developed and analyzed. The model involves three interacting populations; humans, livestock and tsetse-flies. We obtained the ...
ANALYTICAL SOLUTION OF THE MATHEMATICAL MODEL OF EBOLA DISEASE DYNAMICS INCORPORATING INFECTION-AGE STRUCTURE IN THE QUARANTINED COMPARTMENT WITH TREATMENT

AZUABA, Emmanuel (NAMP, 2018-03)

In this work, we propose a mathematical model of Ebola Virus Disease (EVD) dynamics incorporating infection-age structure in the compartment of the quarantined with treatment. The model equations consist of Ordinary ...
A Quantum Finance Model for Technical Analysis in the Stock Market

Ohwadua, Emmanuel (International Journal of Engineering Inventions, 2018-03-08)

This paper, is a contribution to quantum finance theory. The time-dependent Schrodinger wave equation for the harmonic oscillator was used to model the movement of stocks in a daily price-limited stock market. Using the ...
Schrodinger Equation for Momentum Indicator in the Stock Market

Ohwadua, Emmanuel (American Journal of Engineering Research (AJER), 2018-03-22)

This paper is a contribution to the application of quantum finance theory. Some of the common momentum indicators include: the rate of change (or the ROC), the relative strengthindex (or the RSI), the moving average ...
Stability Analysis for Gang Model

A. A. Ahiaba; Ibrahim M. O. (International Journal of Academic Studies, 2018-05-19)

In this paper, criminal gang membership is treated as an infection that spreads through the host community by social contact. A mathematical model consisting of a system of coupled nonlinear ordinary differential equation ...
Stability analysis of disease free equilibrium (DFE) state of a mathematical model of malaria disease in the presence of drug therapy and treatment

AZUABA, Emmanuel (International Journal of Statistics and Applied Mathematics, 2020)

Abstract In this paper, we propose a mathematical model of malaria disease in the presence of drug therapy and treatment. We obtained the Disease Free Equilibrium (DFE) points and compute the effective reproduction ...
eff R a Function of Drug Therapy and Treatment in the Mathematical Model of Malaria Disease Dynamics

AZUABA, Emmanuel (The Pacific Journal of Science and Technology, 2020)

In this paper, we propose a mathematical model of malaria disease which involves Fractional Differential Equations (FDEs) introducing the effect of drug therapy and treatment rates. The effective reproduction number ...
Mathematical Approach for Modelling Malaria Disease in the Presence of Drug Therapy and Treatment

AZUABA, Emmanuel (J.S PUBLICATION, 2020)

An S−L−B−I−Q−T epidemic mathematical model incorporating drug therapy and treatment is investigated for malaria disease. We obtained the Disease Free Equilibrium (DFE) points and compute the basic reproduction number (R0). ...
Stability Analysis of the Disease Free Equilibrium of Malaria, Dengue and Typhoid Triple Infection Model

AZUABA, Emmanuel (Asian Research Journal of Mathematics, 2020)

A Mathematical model of a system of non-linear differential equation is developed to study the transmission dynamics of malaria, dengue and typhoid triple infection. In this work, the basic reproduction number is derived ...
Stability Analysis of Endemic Equilibrium Points of Malaria and Dengue Fever Co-infection Model

AZUABA, Emmanuel (ISROSET, 2020-12)

Malaria-dengue co-infection is becoming a public health challenge with the growing report of the co-infection. Much has been done on analyzing malaria, dengue, and other infection but much has not been done to study the ...

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