Peter Olamide Olanipekun

Publications

• Olanipekun, P.O (2025) Rigidity result for four dimensional Willmore submanifolds with boundary, Journal of Mathematical Analysis and Applications 545 (2), 129163

• Olanipekun, P.O (2024) Generalised Local Fractional Hermite-Hadamard Type Inequalities on Fractal Sets, Pan-Amer. J. Math. 3, 16 DOI: https://doi.org/10.28919/cpr-pajm/3-16

• Ojo A., Olanipekun, P.O (2023) Refinements of Generalised Hermite-Hadamard Inequality, Bull. Sci. Math., 103316, doi: https://doi.org/10.1016/j.bulsci.2023.103316

• Olanipekun, P.O., Mogbademu, A.A & Dragomir, S.S (2018), Hermite-Hadamard type inequalities for a new class of harmonically convex functions, Note di Matematica, 38 (1), 23-33.

• Mewomo O.T, Mebawondu A.A, Adiele U.O, and Olanipekun P.O (2017) On character pseudoamenable semigroup algebras, Proceedings of the Jangjeon Mathematical Society, 20(4), 583-593.

• Olanipekun, P.O., Mogbademu, A.A., & Omotoyinbo, O (2016), Jensen-type Inequalities for a class of convex functions, Facta Universitatis (NIS) Ser. Math. Inform. Vol. 31, No 3, 655-666. MR3543384

• Omotoyinbo, O., Mogbademu, A.A. & Olanipekun, P.O (2016), Integral Inequalities of HermiteHadamard type for λ-MT-convex functions, Mathematical Sciences And Applications E-Notes, 4 (2) 14- 22. Zbl 06670336

• Olanipekun, P.O. & Mogbademu, A.A (2015), Inequalities of the Jensen type for a new class of convex functions, Nonlinear Functional Analysis and Applications, Vol. 20, No.4 (2015), pp.645-658. Zbl 1339.26064 

• Olanipekun, P.O. & Mogbademu, A.A (2015), Some Refinements of Jensen's Inequality on Product Spaces, J. Math. Comp. Sci, 15 (4), 281-286.

• Olanipekun, P.O. & Mogbademu, A.A (2014), A note on generalization of classical Jensen's inequality, J. Math. Comp. Sci, 13 (1), 68-70.

• Owolabi, J., Olanipekun, P.O., & Iwerima, J (2014), Mathematics ability and anxiety, Computer and programming anxieties, age and gender as determinants of achievement in basic programming, GSTF International Journal on Computing (JoC) Vol.3 No.4 

• Owolabi, J. & Olanipekun, P.O (2012), Effects of number of periods, attendance at extra lessons and mathematics club on attitude to mathematics among basic school students in Lagos state private school, International Journal of Basic Education (IJOBED), Ghana 21(2), 31-36.

• Owolabi, J., Faleye, D., & Olanipekun, P.O (2012), Predicting the level of knowledge in Mathematics problem solving skills of basic private school teachers in Lagos state, Nigeria, Akoka Multidisciplinary Journal of Education (AMJE). 1(1).

• Owolabi, J., Faleye, D., & Olanipekun, P.O (2012), The effects of gender on attitude and selfefficacy of Mathematics teachers in Lagos state private basic schools, International Journal of Basic Education (IJOBED), Ghana.21(2),60-66.

Talks 

• Recent progress on the Willmore energy of four dimensional submanifolds. Joint meeting of the New Zealand Mathematical Society, Australian Mathematical Society and American Meeting Society, 8-13 December 2024.

• A rigidity result for four dimensional Willmore-type submanifolds. 67th annual meeting of the Australian Mathematical Society, 5-8 December 2023, UQ Brisbane. 

• On critical submanifolds of the Willmore energy in four dimensions. Algebraic and Geometric Methods of Analysis, 29 May- 1June, 2023, Online 

• The Willmore energy in four dimensions. Australian Geometric Partial Differential Equations Seminar, 18th of November 2022 Recorded talk

• Four dimensional Willmore hypersurfaces are smooth. Monash Analysis, Geometry and PDE Seminar, 23rd of June 2022, Melbourne.

• Analysis of a four dimensional Willmore-type hypersurface. Presented at the Mathematics Research Institute MATRIX Program titled Isoperimetric Inequalities in Geometric Partial Differential Equations, 22-26 November, 2021.

• On Willmore surfaces. Presented at the Monash Maths Graduate Student Friday Seminar, 25 October, 2019, Melbourne.

• Some Conservation laws and the Willmore Functional. Presented at the AMSI Winter School, 2-13 July, 2018, Brisbane.

• New H-H type estimates for harmonically convex functions. Presented at the Monash Maths Graduate Student Friday Seminar, 18 May, 2018, Melbourne.

• Hermite-Hadamard type inequalities for a new class of harmonically convex functions. A paper presented at the 34th Annual Conference of the Nigerian Mathematical Society, 9th-12th of May 2017, Makurdi.

• Integral inequalities for a new class of convex functions. A paper presented at the 4th Annual International Conference on Mathematical Analysis, Theory and Applications, 5th-11th of March 2017, Lagos.

• Jensen type inequalities for a new class of convex functions. International Mathematics Conference in honour of the 70th birthday of Prof. S. A. Ilori (Mathematics: Frontiers and Perspectives), 12th-13th January, 2015, Ibadan.

• A note on a generalization of Jensen's inequality. International Conference on Mathematical Analysis and Optimization March 12th-14th, 2014, Lagos.

• A generalization of the classical Jensen’s inequality. A paper presented on the 5th of November, 2014 during the Lecture Series/Colloquium of the Research Group in Mathematics and Applications at the Department of Mathematics, University of Lagos.

• (With Owolabi, J & Iwerima, J.) Effects of age, Computer anxiety and programming anxiety on basic programming achievement among Nigerian Colleges of Education Computer/Mathematics students in Lagos and Ogun states of Nigeria. 33rd Annual Convention and International Conference of the Nigerian Association for Educational Media and Technology at Oyo State, Nigeria.

• Effects of number of periods, attendance at extra lessons and mathematics club on attitude to mathematics among basic school students in Lagos state private school, Proceedings of the 24th Annual National Conference of the Nigerian Association of Teachers of Technology, Umunze, 2011.

Preprints 

• Kermausuor, S., Denu D., Olanipekun P.O (2024) ψ-Hilfer–Atangana–Baleanu fractional integral operators and some fractional integral inequalities

• Olanipekun P.O (2024) Fractional Integral Estimates of Hermite-Hadamard type in Global Nonpositive Curvature Spaces (Submitted) https://arxiv.org/abs/2404.09400v1

• Olanipekun P.O and Kermausuor, S. (2024) Hermite-Hadamard’s type inequalities for (h−s)1-convex functions via Katugampola’s fractional integrals

• Abiodun M., Ojo A., Olanipekun, P.O (2023) Differentiated learning in Mathematics. 

• Ojo A., Olanipekun, P.O (2023) Project Based Learning in Mathematics (Submitted)

• Olanipekun, P.O. & Mogbademu, A.A (2016) New Hermite-Hadamard Inequalities for Twice differentiable Composite (h - s)2-Convex functions, http://arxiv.org/abs/1604.03358