Mathematics

Sensitivity of the Mathematical Model on the Control of HBV -HDV Co-Infection Transmission Dynamics in a Given Population:- Aja, Remigius O

ABTRACT In this paper the basic reproduction number for Ro for HBV-HDV co-Infecti

Optimal Nipah Virus (NIV) Spread Control Dynamics:- Aja, Remigius O.

ABSTRACT  In this work, we look at the vaccine and condom Nipah virus model

The dynamics of Nipah virus (NiV) transmission and analysis:- Aja, Remigius O.

Abstract We propose a model for NiV infection mechanisms from pigs to humans and

Mathematical model of terrorism population dynamics: A case Of A Community Under The Attack Of Two Terrorists Groups:- Aja, Remigius O.

Abstract We formulated in this work, a mathematical model which is made up of sys

Mathematical Modeling Of The Spread Of Vector Borne Diseases With Infuluence Of Vertical Transmission And Preventive Strategies:- Aja, Remigius O

ABSTRACT This work is aimed at formulating a mathematical model ofthe spread ofve

Fractional mathematical model forthe transmission dynamics and control of Lassa fever:- Aja, Remigius O.

ABSTRACT This paper aims to investigate various epidemiological aspects ofLassa f

The Mathematical Nipah Virus Model With Atangana-Baleanu Derivative:- Aja, Remigius O.

Abstract The applicability of the Atangana-Baleanu derivative in modeling and ass

Quantitative Assessment Of Targeted Testing And Antiretroviral Therapy Integration In Mathematical Modeling Of HIV/AIDS Dynamics:-Aja, Remigius O.

ABSTRACT This study introduces an improved mathematical framework for modeling th

Complex Ebola Virus Disease fractional order model in the Caputo sense with Laplace Adomian Decomposition Method model solution:- Aja, Remigius O.

ABSTRACT Ebola Virus Disease is a life-threatening disease that is transmitted be

Sensitivity analysis and differential transformation technique on Nipah virus mathematical model: Aja, Remigius O.

Abstract  In this research, we conduct sensitivity analysis on the parameter

Application Of Dogleg Method With Broyden Class Updating Technique For Solving Some Unconstrained Multivariate Nonlinear Optimization Problems:- Duru, Emmanuel C

ABSTRACT  In this work, the basic trust-region methods for unconstrained mul

Modeling Of Population Dynamics Of A Housefly Using Eigenvalues And Eigenvectors:-Obasi Uchenna E

ABSTRACT We considered the population dynamic of a housefly in well-defined stage

The Fixed Point Theory: A fascination and a Window:- Donates Ikechi I

ABSTRACT One very difficult task for mathematicians has been to give a comprehens

Solutions Of Quartic Polynomial Equations:- Ekwuribe, Kelechi

ABSTRACT This study is aimed at solving for the roots of quadratic, cubic and qua

Formalizing Abstract Algebra In Constructive Set Theory:- Ibeabuchi, Promise I

ABSTRACT This project work present a machine-checked formalization of I • element

Study Of Adams Bashforth Methods Using Chebyshev Polynomials And Its Stability Analysis:- Eriki Walter H

ABSTRACT In this thesis, the important fundamental properties of numerical method

A Mathematical Model To Estimate The Quantity Of Food Cooked In A Restaurant:- Edwards, Ngozi E.

ABSTRACT This project is an x-ray on Ordinary Differential Equations, its applica

Group Of Symmetry Operations On A Square:- Nwokoji Udonna I.

ABSTRACT  In this project work, some foundations of Abstract Algebra (such a

An Application Of Mathematical Modelling To Tuberculosis Epidemic: Enyinnaya Fredrick M.

ABSTRACT In this study, the standard SIRS Model was used to control the spread of

Application Of Graph Colouring To Scheduling:- Ohuoba Cherechi J.

ABSTRACT In this work we study the application of graph colouring to scheduling p

Euler Circuits And Euler Trails In Graph Theory:- Nwachukwu, George C.

ABSTRACT In this work, we applied Euler circuits and Euler trails to the ground p

Evaluation Of Improper Integrals By Method Of Residue Theorem:- Ukonu, Ejinma O.

Abstract This work applies the residues theorem which is a concept of the complex

Lagrange Multipliers And Non-Linear Optimisation:- Kalu, Kelechi L.

ABSTRACT This work generally explores Lagrange Multipliers method and its relevan

A Mathematical Model For Typhoid Fever Infection:- Efughi Mercy E.

ABSTRACT This project work focuses on how mathematical modeling can be used to re

A Comparison Of Methods Of Solution For Integral Equations:- Ugwueze, Precious N.

ABSTRACT  We reviewed and compared methods of solution for integral equation

Bessel Inequality And Its Application:- Oko Tochukwu O.

ABSTRACT In this work, we studied Bessel inequality and the claim that disprove t

Review Of Existence And Uniqueness Conditions For Fixed Points Of Ordinary Differential Equations:- Okorafor, Chinenye G.

ABSTRACT This is a reviewed research work on existence and uniqueness conditions

Sylow’s Theorems And Applications: Okafor, Williams C.

ABSTRACT The project work took a look al Sylow’s Theorem and Applications. Chapte

Lyapunov Approach For Stability Investigation Of Well - Production Model For Fluid Flow:- Ogbonna, Christopher O.

ABSTRACT This research work presents Lyapunov approach for stability investigatio

Fourier Series Analysis Of Seasonal Data:- Ekpenyong, Emmanuel J.

ABSTRACT This study considered the application of Fourier Series Analysis in Mode