Page 619 - 8th European Congress of Mathematics ∙ 20-26 June 2021 ∙ Portorož, Slovenia ∙ Book of Abstracts
P. 619
ANALYSIS AND ITS APPLICATIONS
[12] F.U. Ogbuisi, O.T. Mewomo, Convergence analysis of common solution of certain non-
linear problems, Fixed Point Theory, 19 (1) (2018), 335-358.
[13] F.U. Ogbuisi, O.T. Mewomo, Iterative solution of split variational inclusion problem in a
real Banach space, Afr. Mat., 28 (1-2), (2017), 295-309.
[14] G. N. Ogwo, C. Izuchukwu, K.O. Aremu, O.T. Mewomo, A viscosity iterative algorithm
for a family of monotone inclusion problems in an Hadamard space, Bull. Belg. Math. Soc.
Simon Stevin, (2019), (accepted, to appear).
[15] C.C. Okeke, O.T. Mewomo, On split equilibrim problem, variational inequality problem
and fixed point problem for multi-valued mappings, Ann. Acad. Rom. Sci. Ser. Math. Appl.,
9 (2), (2017), 255-280.
[16] A. Taiwo, L. O. Jolaoso, O. T. Mewomo, A modified Halpern algorithm for approximating
a common solution of split equality convex minimization problem and fixed point problem
in uniformly convex Banach spaces, Comput. Appl. Math, 38 (2), (2019), Article 77.
[17] A. Taiwo, L.O. Jolaoso and O.T. Mewomo, Parallel hybrid algorithm for solving pseu-
domonotone equilibrium and Split Common Fixed point problems, Bull. Malays. Math.
Sci. Soc., (2019), DOI: 10.1007/s40840-019-00781-1.
[18] A. Taiwo, L.O. Jolaoso and O.T. Mewomo, General alternative regularization method for
solving Split Equality Common Fixed Point Problem for quasi-pseudocontractive map-
pings in Hilbert spaces, Ricerche Mat., (2019), DOI: 10.1007/s11587-019-00460-0.
Some new refinements of Hardy-type inequalities
James Adedayo Oguntuase, oguntuase@yahoo.com
Federal University of Agriculture, Abeokuta, Nigeria
Coauthors: Emmanuel Oyeyemi Adeleke, Olubiyi Olanrewaju Fabelurin, Lars-Erik Persson
We obtain some further refinements of Hardy-type inequalities via superqudraticity technique.
Our results both unify and further generalize several results on refinements of Hardy-type in-
equalities in the literature.
The q-Steffensen inequality and some related generalizations
Ksenija Smoljak Kalamir, ksmoljak@ttf.hr
University of Zagreb Faculty of Textile Technology, Croatia
Since quantum calculus has many applications not only in mathematics but also in other sci-
ences, results concerning q-integrals are important in many applications. In this talk we present
q-analogue of the Steffensen inequality and prove some generalizations and refinements of q-
Steffensen’s inequality which were extensively studied in the case of the classical Steffensen
inequality.
617
[12] F.U. Ogbuisi, O.T. Mewomo, Convergence analysis of common solution of certain non-
linear problems, Fixed Point Theory, 19 (1) (2018), 335-358.
[13] F.U. Ogbuisi, O.T. Mewomo, Iterative solution of split variational inclusion problem in a
real Banach space, Afr. Mat., 28 (1-2), (2017), 295-309.
[14] G. N. Ogwo, C. Izuchukwu, K.O. Aremu, O.T. Mewomo, A viscosity iterative algorithm
for a family of monotone inclusion problems in an Hadamard space, Bull. Belg. Math. Soc.
Simon Stevin, (2019), (accepted, to appear).
[15] C.C. Okeke, O.T. Mewomo, On split equilibrim problem, variational inequality problem
and fixed point problem for multi-valued mappings, Ann. Acad. Rom. Sci. Ser. Math. Appl.,
9 (2), (2017), 255-280.
[16] A. Taiwo, L. O. Jolaoso, O. T. Mewomo, A modified Halpern algorithm for approximating
a common solution of split equality convex minimization problem and fixed point problem
in uniformly convex Banach spaces, Comput. Appl. Math, 38 (2), (2019), Article 77.
[17] A. Taiwo, L.O. Jolaoso and O.T. Mewomo, Parallel hybrid algorithm for solving pseu-
domonotone equilibrium and Split Common Fixed point problems, Bull. Malays. Math.
Sci. Soc., (2019), DOI: 10.1007/s40840-019-00781-1.
[18] A. Taiwo, L.O. Jolaoso and O.T. Mewomo, General alternative regularization method for
solving Split Equality Common Fixed Point Problem for quasi-pseudocontractive map-
pings in Hilbert spaces, Ricerche Mat., (2019), DOI: 10.1007/s11587-019-00460-0.
Some new refinements of Hardy-type inequalities
James Adedayo Oguntuase, oguntuase@yahoo.com
Federal University of Agriculture, Abeokuta, Nigeria
Coauthors: Emmanuel Oyeyemi Adeleke, Olubiyi Olanrewaju Fabelurin, Lars-Erik Persson
We obtain some further refinements of Hardy-type inequalities via superqudraticity technique.
Our results both unify and further generalize several results on refinements of Hardy-type in-
equalities in the literature.
The q-Steffensen inequality and some related generalizations
Ksenija Smoljak Kalamir, ksmoljak@ttf.hr
University of Zagreb Faculty of Textile Technology, Croatia
Since quantum calculus has many applications not only in mathematics but also in other sci-
ences, results concerning q-integrals are important in many applications. In this talk we present
q-analogue of the Steffensen inequality and prove some generalizations and refinements of q-
Steffensen’s inequality which were extensively studied in the case of the classical Steffensen
inequality.
617
