Meet EKE PATRICK OMORUYI, an Academic Staff of Lagos State University.
Investment Analysis & Portfolio Management; Capital & Derivative Markets; Development Finance
Senior Lecturer
Banking and Finance
At the Banking And Finance department office
Appointment on Visitation important
Topic: Development Finance, Corporate Finance & Financial System
Description: <p>Development Finance- research in advancing financial institutions, markets, and instrument with aim of proving scarce risk capital for economic development</p><p>Corporate finance- research into methods and instruments of improving the financial capital of corporate enterprises</p><p>Financial system- to develop the overall availability of financial resources that is supportive of economic development<br></p>
| # | Certificate | School | Year |
|---|---|---|---|
| 1. | Ph.D (Finance) | Covenant University, Otta, Ogun State, Nigeria | 2018 |
On G-asymptotic quasi contraction in metric spaces with application to Solow growth model
<p>In this paper, we introduce a new class of mappings called G-asymptotic quasi contraction mappings which is a generalization of some existing contraction mappings in the literature. The fixed point theorem for this newly introduced maps is proved in a metric space equipped with a graph structure. The solution of the nonlinear differential equation of Solow growth model in Economics is established via fixed point theorem of this map. We equally provide example to validate our results. Our results are generalization and extension of some related works in the literature.</p><p>The fixed point theorem for asymptotic contraction mapping in metric spaces was established in 2003. Thereafter Jachymski and Jozwik proved that the continuity of the operator in Kirk[1] result may not be necessary. However, the authors in [2] established the existence and uniqueness of fixed point for uniformly continuous asymptotic ?- contractions in metric space. In 1922, Banach[3] introduced a contraction mapping and proved that the fixed point of this operator in a metric space is unique. Many researchers extend and generalize this operator for instance. One of the prominent generalized contraction map was introduced by Ciric in 1971 and is called quasi contraction mappings. In order to prove the existence and uniqueness of quasi contraction mappings in a metric space, Ciric stated that the quasi contraction operator in a metric space must be orbitally complete.<br></p>
EKE PATRICK is a Senior Lecturer at the Department of Banking and Finance
EKE has a Ph.D in Finance from Covenant University, Otta, Ogun State, Nigeria
