Journal of Mathematical Acumen and Research 2019-07-09T14:05:31+00:00 William Obeng Denteh Open Journal Systems <p>Journal of Mathematical Acumen and Research (<strong>JOMAAR</strong>) is an international peer-reviewed, open-access journal that publishes original research articles, short communications as well as review articles in all extents of mathematics. This is purely an electronic journal.</p> Solved Questions on Logarithms 2019-05-27T11:51:22+00:00 William Obeng-Denteh <p>This is to build the interest of students in the study of logarithms and sharpen their skills in solving questions on proofs of logarithms.</p> 2019-05-27T11:50:55+00:00 ##submission.copyrightStatement## General Overview of Cell Complexes 2019-07-09T13:46:06+00:00 Lydia Olabisi, Ms. <p>A very large class of topological spaces of practical interest can be represented by a decomposition into subsets, each with simple topology, glued<br>together along their boundaries. A decomposition of this form is commonly called a cell complex. Abstract graphs (as branched 1-manifolds) are examples of cell complexes, as are quadrilateral and hexahedral meshes, and 3d<br>triangulations supporting normal surfaces. There are several different ways to formalize the intuitive notion of a ’cell complex’, striking different balances between simplicity and generality. I’ll describe different definitions and how they are interconnected</p> 2019-06-24T00:00:00+00:00 ##submission.copyrightStatement## Orientation of a Triangle 2019-07-09T13:57:31+00:00 Dorcas Attuabea Addo <p>The sphere, torus, Klein bottle, and the projective plane are the classical examples of orientable and non-orientable surfaces. In this paper, we give a general review on orientation of a triangle and some applications to topological objects.</p> 2019-07-09T13:57:31+00:00 ##submission.copyrightStatement## Homology Groups and Its Construction 2019-07-09T14:05:31+00:00 Robert Marley <p>This article explores the elementary ideas of boundary and homology theory that leads to homology groups. Taking the chain complex into account we would them to construct a general Homology Group and conclude with an additional definition for homology group.</p> 2019-07-09T14:05:31+00:00 ##submission.copyrightStatement##