University of Cross River State

Mr. Adie Fredrick Akomaye

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Mathematics
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fredrickadie@unicross.edu.ng
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F.A. Adie is a Lecturer II in the Department of Mathematics at the University of Cross River State, Nigeria. He has a strong academic foundation in Applied Mathematics (B.Sc. and M.Sc.). His research expertise lies in Numerical Analysis, Differential Equations, Integral Equations, and Complex Variables.

List of Schools Attended

S/N	Qualification	School Atttended	Started	Finished
1	M.Sc.	University of Calabar, Calabar.	2016	2021
2	B.Sc.	Cross River University of Technology, Calabar.	2009	2014
3	SSCE	Model Comprehensive Secondary School Begiaba, Obudu.	2001	2007
4	FLSC	Holy Trinity Primary School Ukwel Obudu, Obudu	1993	1999

List of Publications (4)

Some common fixed point results for three total asymptotically pseudocontractive mappings

The Journal of Analysis
2023 fredrickadie@unicross.edu.ng
Adie Fredrick Akomaye , M. O. Udo · A. E. Ofem · J. Oboyi · C. F. Chikwe · S. E. Ekoro

A family of r-points 1-block implicit methods with optimized region of stability for stiff initial value problems in ordinary differential equations

International Journal of Statistics and Applied Mathematics
2022 fredrickadie@unicross.edu.ng
Adie Fredrick Akomaye , IM Esuabana, SE Ekoro and UA Abasiekwere

ON MANN-TYPE IMPLICIT ITERATION PROCESS FOR A FINITE FAMILY OF ?-HEMICONTRACTIVE MAPPINGS IN HILBERT SPACES

Pan-American Journal of Mathematics
2022 fredrickadie@unicross.edu.ng
Adie Fredrick Akomaye , OBOYI JOSEPH, MFON O. UDO, SAMSON E. EKORO, AUSTINE E. OFEM AND CHUKWUKA F. CHIKWE

APPROXIMATING THE SOLUTION OF A FRACTIONAL ORDER MODEL OF NOVEL CORONAVIRUS (COVID-2019) UNDER CAPUTO–FABRIZIO DERIVATIVE

Advances in Mathematics: Scientific Journal
2021 fredrickadie@unicross.edu.ng
Adie Fredrick Akomaye , Gabriel I. Ogban, Samson E. Ekoro, Oboyi Joseph, and Austine E. Ofem

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S/N	Conference	Description	Started	Finished

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Mr. Adie Fredrick Akomaye

Some common fixed point results for three total asymptotically pseudocontractive mappings

A family of r-points 1-block implicit methods with optimized region of stability for stiff initial value problems in ordinary differential equations

ON MANN-TYPE IMPLICIT ITERATION PROCESS FOR A FINITE FAMILY OF ?-HEMICONTRACTIVE MAPPINGS IN HILBERT SPACES

APPROXIMATING THE SOLUTION OF A FRACTIONAL ORDER MODEL OF NOVEL CORONAVIRUS (COVID-2019) UNDER CAPUTO–FABRIZIO DERIVATIVE

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