Explore Project Topics on: Mathematical Determinant and its applicationa

ABSTRACT Malaria is an infectious disease caused by the Plasmodium parasite and transmitted between humans through bites of female Anopheles mosquitoes. A mathematical model describes the dynamics of malaria and human population compartments in terms of mathematical equations and these... Continue Reading

R program that calculate mathematical interest theory such as dollar weighted yield rate, time weighted yield rate, simple and compound interest  and all others.... Continue Reading

R program that calculate mathematical interest theory such as dollar weighted yield rate, time weighted yield rate, simple and compound interest  and all others.... Continue Reading

ABSTRACT: Infectious  disease  has  become  a  source  of  fear  and  superstition  since  the first  ages  of  human  civilization.  In  this  study,  we  consider  the  Discrete  SIR  model for  disease  transmission  to  explain  the  use  of  this  model  and  also  show  significant explanation  as ... Continue Reading

ABSTRACT: Infectious  disease  has  become  a  source  of  fear  and  superstition  since  the first  ages  of  human  civilization.  In  this  study,  we  consider  the  Discrete  SIR  model for  disease  transmission  to  explain  the  use  of  this  model  and  also  show  significant explanation  as ... Continue Reading

. CHAPTER ONE 1.0 INTRODUCTION 1.1 Background of the Study Tuberculosis or TB (short for Tubercles Bacillus) is an air borne and highly infectious disease caused by infection with the bacteria mycobacterium tuberculosis. An individual is infected with the disease when he or she... Continue Reading

This research work is set to find out the effect of mathematical knowledge in teaching and learning of physics. The research was carried out with the view of sourcing out explanations as to why there are problems in teaching methods that affect academic performance of students. Such problems include the inability of teachers to: 1. Translating... Continue Reading

ABSTRACT Every Natural gas well ceases producing as reservoir pressure depletes. The usual liquid presence in the reservoir can cause further problems by accumulating in the wellbore and reducing production even more. There are a number of options in well completion to prevent liquid loading even before it becomes a problem. Tubing size and... Continue Reading

[APPLICATION OF HENRY SCHEFFE’S AND OSADEBE’S CONCRETE OPTIMISATION THEORY] Abstract Sandcrete blocks are prismatic units manufactured from lean (sand-cement) mortar mixes and are the predominant walling materials used in buildings in Nigeria and other countries.... Continue Reading

A MATHEMATICAL MODEL FOR PREDICTION OF THE STRENGTH OF SANCRETE CEMENT BLOCK [APPLICATION OF HENRY SCHEFFE’S AND OSADEBE’S CONCRETE OPTIMISATION THEORY] Abstract Sandcrete blocks are prismatic units manufactured from lean (sand-cement) mortar mixes and are the predominant walling materials used in buildings in Nigeria and other countries.... Continue Reading

ABSTRACT This study proposes and analyzes a non-linear mathematical model for the dynamics of HIV/AIDS with treatment and vertical transmission. The equilibrium points of the model system are found and their stability is investigated. The model exhibits two equilibria namely, the disease-free and the endemic equilibrium. It is found that if the... Continue Reading

Abstract The objectives a welding flux is expected to achieve are many and often mutually incompatible.... Continue Reading

Ebola Virus Disease is one of the deadliest infectious diseases that has increased both mortality and morbidity rates primarily on the African continent. The aim of this report is to use mathematical modeling and analysis in controlling the spread of this disease. In this study, a mathematical model which represents the transmission and control... Continue Reading

ABSTRACT This project proposes a non – linear mathematical model to study the effect of irresponsible infected  immigrants on the spread of HIV/AIDS in a heterogeneous population with a constant recruitment of susceptible. The equilibrium points, stability analysis  and numerical simulation on the model are presented. It is realised that at... Continue Reading

ABSTRACT This paper examines the spread and control of Avian Influenza. A non-linear mathematical model for the problem is formulated and analyzed. For the prevalence of the disease and the ease of analysis, the model was considered in proportions of susceptible,... Continue Reading

ABSTRACT This study proposes and analyzes a non-linear mathematical model for the dynamics of HIV/AIDS with treatment and vertical transmission. The equilibrium points of the model system are found and their stability is investigated. The model exhibits two equilibria namely, the disease-free and the endemic equilibrium. It is found that if the... Continue Reading

ABSTRACT This project proposes a non – linear mathematical model to study the effect of irresponsible infected  immigrants on the spread of HIV/AIDS in a heterogeneous population with a constant recruitment of susceptible. The equilibrium points, stability analysis  and numerical simulation on the model are presented. It is realised that at... Continue Reading

ABSTRACT In this project, I presented a nonlinear mathematical model for the spread of Polio in a population with variable size structure including the role of vaccination. Using an expanded SIR model, the present contribution takes into account the e?ects of a rapidly... Continue Reading

ABSTRACT As the economy is growing, there is the need to evaluate the determinant of audit fees in Nigeria manufacturing company. This project work was carried out with the use of relevant journals, magazines, textbooks and the internet. This helped to increase the scope of the researchers knowledge of the topic under... Continue Reading

ABSTRACT In this study, we have formulated a mathematical model based on a system of ordinary differential equations to study the dynamics of typhoid fever disease incorporating protection against infection. The existences of the steady states of the model are determined and the basic reproduction number is computed using the next generation... Continue Reading

ABSTRACT In this research work, Mathematical Model for Measles Transmission Dynamics in Luweero District of Uganda, SVEIR model was developed and analyzed. The model consists of five non liner ordinary differential equations. The effective reproductive number, (the number of secondary infections when a single effective individual is introduced... Continue Reading

ABSTRACT Simple population growth models involving birth rate, death rate, migration, and carrying capacity of the environment were considered. Furthermore, the particular case where there is discrete delay according to the sex involved in the population growth were treated. The equilibrium and stability analysis of each of the cases were... Continue Reading

ABSTRACT Tuberculosis, an air-borne infectious disease, remains a major threat to public health in Kenya. In this study we derived a system of non-linear ordinary differential equations from SLICR mathematical model of TB to study the effects of hygiene consciousness as a control strategy against TB in Kenya. The effective basic reproduction... Continue Reading

Abstract In this research work, Mathematical Model for Measles Transmission Dynamics in Luweero District of Uganda, SVEIR model was developed and analyzed. The model consists of five non liner ordinary differential equations. The effective reproductive number, (the number of secondary infections when a single effective individual is introduced... Continue Reading

ABSTRACT In recent times, there has been growing concern about the rising but volatile rate of investments in Nigeria. Thus concern stem from the fact that investment plays a dominant role in stimulating growth. The study buttress on the overview and empirical analyses into the determinant of investment in Nigeria in other to achieve the objective... Continue Reading

ABSTRACT This study examines the determinants of savings in Nigeria between 1985 -2013, which will enable us to proffer solution for the improvement of savings in the economy, since it is an important component of the economic development of any country. On the basis of available data, the study is of the view that savings output in Nigeria during... Continue Reading

ABSTRACT This study examines the determinants of savings in Nigeria   between 1985 -2013, which will enable us to proffer solution for the improvement of savings in the economy, since it is an important component of the economic development of any country. On the basis of available data, the study is of the view that savings output in Nigeria... Continue Reading

TABLE OF CONTENT i االية Dedication ii Acknowledgment iii Abbreviations iv Abstract vi viii الملخص Table of content x List of tables xiii List of figures xiv CHAPTER ONE 1 1.1 Introduction 1 1.2 Study scope 4 1.3 Problem descriptions 4 1.4 Study objectives 5 1.4.1 Main objective 5 1.4.2 Specific objectives 5 CHAPTERTWO 6 2.1... Continue Reading

ABSTRACT The study examines the determinants of agricultural output based on the empirical evidence of the short-run and long-run interrelationships among capital expenditure on agriculture, inflation rate, external reserve, interest rate, average annual rainfall and food importation using agricultural output as dependent variable. Macroeconomics... Continue Reading

CHAPTER ONE INTRODUCTION 1.1 BACKGROUND TO THE STUDY In recent years, the global financial environment has witnessed significant transformation in terms of operations. The transformation has mounted significant pressure on the financial system of developing nations, with Nigeria inclusive financial performance failure in Nigeria banks has resulted... Continue Reading