activity
20172020
most citedSplitting Algorithms of Common Solutions Between Equilibrium and Inclusion Problems on Hadamard Manifolds

3 citations · 8 across the 9 of their papers we have counts for

collaborators

13 papers

math.OC20202 cited

A Practical Approach to Quasi-convex Optimization

Sompong Dhompongsa, Poom Kumam

A new and simple method for quasi-convex optimization is introduced from which its various applications can be derived. Especially, a global optimum under constrains can be approxi…

math.OC20201 cited

A practical approach to optimization

Sompong Dhompongsa, Wachirapong Jirakitpuwapat, Konrawut Khammahawong +1

We present a new approach for finding a minimal value of an arbitrary function assuming only its continuity. The process avoids verifying Lagrange- or KKT-conditions. The method en…

math.GN2020

Lefschetz numbers and fixed point theory in digital topology

Muhammad Sirajo Abdullahi, Poom Kumam, P. Christopher Staecker

In this paper, we present two types of Lefschetz numbers in the topology of digital images. Namely, the simplicial Lefschetz number and the cubical Lefschetz number $\bar L(…

math.OC20202 cited

Iterative algorithm with structured diagonal Hessian approximation for solving nonlinear least squares problems

Aliyu Muhammed Awwal, Poom Kumam, Hassan Mohammad

Nonlinear least-squares problems are a special class of unconstrained optimization problems in which their gradient and Hessian have special structures. In this paper, we exploit t…

math.GN2019

Coincidence and Self-coincidence of Many Maps between Digital Images

Muhammad Sirajo Abdullahi, Poom Kumam, Isah Abor Garba

The aim of this paper is to generalize some of the properties and results regarding both the coincidence point set and the common fixed point set of any two digitally continuous ma…

math.GN2019

Coincidence Point Sets in Digital Topology

Muhammad Sirajo Abdullahi, Poom Kumam, Jamilu Abubakar

In this article, we investigate some properties of the coincidence point set of digitally continuous maps. Following the Rosenfeld graphical model which seems more combinatorial th…