Journal of Mathematical Acumen and Research
http://pubs.jomaar.org/index.php/jmr
<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>JOMAARen-USJournal of Mathematical Acumen and Research2467-8929A Note on Homotopy and its Equivalence relations
http://pubs.jomaar.org/index.php/jmr/article/view/17
<p>The theory of homotopy is one of the most basic and important parts of topology and geometry. For this brief article, particular attention has been paid to homotopy and its equivalence relations.</p>R. K. Agyekum
##submission.copyrightStatement##
2017-04-192017-04-1921142On the Conception of Compactness
http://pubs.jomaar.org/index.php/jmr/article/view/18
<p>Compactness may have various definitions depending on the level of generality.</p> <p>This article briefly look at compactness in a topological space, metric space and Euclidean space.</p>R. K. Agyekum
##submission.copyrightStatement##
2017-04-192017-04-1921145On the Conception of the definition of homotopy
http://pubs.jomaar.org/index.php/jmr/article/view/19
<p>This article is a summarized and easy to understand the general concept of Homotopy and introduces to the user who do not have an in-depth knowledge about Algebraic topology. In order to make this material user-friendly to beginners, much emphasis will be placed on recalling some basic definitions which may facilitate in the understanding of the general concept of Homotopy.</p>S. K. Guinan
##submission.copyrightStatement##
2017-04-192017-04-1921148On the review of Homotopy and Cohomology: Similarities and differences
http://pubs.jomaar.org/index.php/jmr/article/view/20
<p>The objective behind this work is how to bring clarity to a reader about the terms homotopy and cohomology and point out the similarities and differences between homotopy and cohomology.</p> <p>It also tends to briefly describe these two terminologies to every reader especially mathematician who are interested in algebraic topology and the need to know how it exists.</p>I. Agyei
##submission.copyrightStatement##
2017-04-192017-04-1921151A Note On Homotopy
http://pubs.jomaar.org/index.php/jmr/article/view/23
<p>In this article, we seek to provide a short introduction to some selected concepts of homotopy in algebraic topology.</p> <p>As an explanatory article we seek to present and comment where necessary on some existing theorems, propositions and lemmas and also to provide existing proofs that are simple and easy to follow through.</p>F. Asante-Mensa
##submission.copyrightStatement##
2017-04-212017-04-212115