Dr. Kanayo Stella Eke

Lecturer
Lagos State University, Nigeria

Highest Degree
Ph.D. in Mathematics from University of Lagos, Lagos, Nigeria

My URL
https://livedna.org/234.24823

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Area of Interest:

Mathematics
Algebra
Topological Algebras
Regular Sequence
Algebric Structures

Selected Publications

  1. Oghonyon, J.G., S.A. Bishop and K.S. Eke, 2018. Programming codes of block-Milne's device for solving fourth-order ODEs. Int. J. Adv. Applied Sci., 5: 18-23.

  2. Eke, K.S., B. Davvaz and J.G. Oghonyon, 2018. Common fixed point theorems for non-self mappings satisfying nonlinear contractive conditions in Convex metric spaces. J. Math. Comput. Sci., 18: 184-191.

  3. Eke, K.S. and J.G. Oghonyon, 2018. Common fixed point theorems for four maps in complete metric spaces. J. Eng. Applied Sci., 8: 2943-2948.

  4. Eke, K.S. and H. Akewe, 2018. Fixed point results for two pairs of non-self hybrid mappings in metric spaces of hyperbolic type. Int. J. Adv. Applied Sci., 5: 1-5.

  5. Akewe, H., K.S. Eke and V. Olisama, 2018. On the equivalence of stochastic fixed point iterations for generalized-contractive-like operators. Int. J. Anal., Vol. 2018. 10.1155/2018/9576137.
    CrossRef  |  

  6. Eke, K.S., O.F. Imaga and O. Odetunmibi, 2017. Convergence and stability of some modified iterative processes for a class of generalized contractive-like operators. Int. J. Comput. Sci., 44: 587-590.
    Direct Link  |  

  7. Eke, K.S. and G.O. Akinlabi, 2017. Common fixed point theorems for four maps in g-partial metric spaces. Am. J. Applied Sci., 14: 372-380.

  8. Okeke, G.A. and K.S. Eke, 2016. Convergence and almost sure T-stability for random Noor-type iterative scheme. Int. J. Pure Applied Math., 107: 1-16.

  9. Oghonyon, J.G., J. Ehigie and K.S. Eke, 2016. Investigating the convergence of some selected properties on block predictor-corrector methods and its applications. J. Eng. Applied Sci., 11: 2402-2408.
    Direct Link  |  

  10. Eke, K.S., 2016. Fixed point results for generalized weakly C-contractive mappings in ordered G-partial metric spaces. Br. J. Math. Comput. Sci., 12: 1-11.

  11. Eke, K.S., 2016. Common fixed point theorems for weakly compatible non-self mappings in metric spaces of hyperbolic type. Global J. Math. Anal., 4: 2-5.

  12. Eke, K.S., 2016. Common fixed point theorems for generalized contraction mappings on uniform spaces. Far East J. Math. Sci., 99: 1753-1760.
    CrossRef  |  Direct Link  |  

  13. Eke, K.S., 2015. Some fixed and coincidence point theorems for expansive mappings in G-partial metric spaces. Adv. Fixed Point Theory, 5: 369-386.

  14. Eke, K.S., 2015. Fixed point theorems for multivalued contractive mappings in G-symmetric spaces. Adv. Inequalities Applic., Vol. 2015. .
    Direct Link  |  

  15. Eke, K.S., 2015. Common fixed point results of weakly compatible maps in G-metric spaces. Br. J. Math. Comput. Sci., 5: 341-348.

  16. Olaleru, J.O., K.S. Eke and H.O. Olaoluwa, 2014. Some fixed point results of Ciric-type contraction mappings on ordered G-partial metric spaces. Applied Math., 5: 1004-1012.
    CrossRef  |  

  17. Eke, K.S. and J. Olaleru, 2014. Common fixed point results for occasionally weakly compatible maps in G-symmetric spaces. Int. J. Pure Applied Math., 101: 117-132.
    CrossRef  |  

  18. Eke, K.S. and J. Olaleru, 2014. Common fixed point results for occasionally weakly compatible maps in G-symmetric spaces. Applied Math., 5: 744-752.
    CrossRef  |  

  19. Eke, K.S. and J.O. Olaleru, 2013. Some fixed point results on ordered G-partial metric spaces. ICASTOR J. Math. Sci., 7: 65-78.
Member since August, 2018