FACULTY OF PHYSICAL SCIENCE
DESIGN AND IMPLEMENTATION OF A CLINIC SCHEDULING TIMER USING ROUND ROBIN SCHEDULING ALGORITHM
NUMERICAL SOLUTION TO MATHEMATICAL MODELS OF INFECTIOUS DISEASES
The stability analysis of Runge-Kutta method is done using boundary bars plot. The solution and plots are carried out using MATHEMATICA program.
I HAVE FOUND “X"
The Inaugural Lecture shows noble contributions in the areas of nonparametric statistics namely – Kernel Density Estimation (KDE) and its applications, Quality Control and recently, Data Science.
The choice of the bandwidth in KDE is examined using different methods for both the Univariate and Multivariate cases. This was done from the higher order derivatives approach, the hybrid approach and using boosting and bagging to reduce the two components of the error term (Asymptotic Mean Integrated Squared Error (AMISE) – Bias2 and the variance respectively.
New control charts were introduced in quality control for producers/manufacturers to maintain standards during the course of producing goods for daily human needs. These include the Bivariate control chart, Hotelling'sv T2 control limits and the permutation approach in obtaining control limits.
Finally, the application of KDE was shown in the areas of Agriculture, Material Science and Meteorology combining effectively with Data Science.
RESERVOIR CHARACTERIZATION AND HYDROCARBON POTENTIAL OF ESTYWIL-1 WELL, NIGER DELTA BASIN
THE USE OF ELECTRICAL RESISTIVITY TOMOGRAPHY TO INVESTIGATE THE SUBSURFACE LITHOLOGY IN UGBOGIOBO TOWN, OVIA NORTH EAST LOCAL GOVERNMENT AREA OF EDO STATE.
THE USE OF ELECTRICAL RESISTIVITY TOMOGRAPHY TO INVESTIGATE THE SUB SURFACE LITHOLOGY IN UGBOGIOBO TOWN, OVIA NORTH EAST LOCAL GOVERNMENT AREA OF EDO STATE.
PREDICTING HOSPITAL READMISSION USING MACHINE LEARNING
ESTIMATING THE PARAMETERS OF AUTOREGRESSISVE MODELS USING YULE-WALKER EQUATIONS
Exchange rate spanning a decade, with a focus on estimating Autoregressive (AR) models using a prominent statistical methods: the Yule-Walker method. The study aims to provide statistical insights into the underlying dynamics of Nigeria's economic performance during this period. The research will commence by delineating the statistical framework of AR models, which offer a statistical representation of a time series based on its past values. Subsequently, the Yule-Walker method will be introduced, a statistical technique leveraging autocorrelation functions to estimate AR model parameters. The statistical properties of Yule-Walker estimators will be elucidated in the context of Nigeria's Exchange rate data. In contrast, the Least Squares method will be presented as an alternative statistical approach, characterized by its objective to minimize the sum of squared prediction errors. A statistical framework for the least squares estimators will be outlined, providing insights into the statistical properties of parameter estimates and their significance in explaining variations in Nigeria's Exchange rate. The core of the research involves the statistical analysis of Nigeria's Exchange rate time series data over the forty-three year period. The Yule-Walker method will be applied to estimate AR models tailored to the Exchange rate data. The statistical comparison will be based on goodness-of-fit statistics, such as the Akaike Information Criterion (AIC), to evaluate the models' adequacy in capturing the statistical patterns within the Exchange rate dataset.
A MOBILE-BASED BARBING APPOINTMENT MANAGEMENT SYSTEM
Pagination
- Previous page
- Page 8
- Next page


