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>en-USwobengdenteh@gmail.com (William Obeng Denteh)submittojomaar@gmail.com (Mr. Gideon Ntiamoah)Sun, 03 Sep 2017 00:00:00 -0700OJS 3.0.0.0http://blogs.law.harvard.edu/tech/rss60Application of concepts of topological spaces
http://pubs.jomaar.org/index.php/jmr/article/view/27
<p>In the field of mathematics topology is one of the great tools which can be applied in all aspects of science. It has three concepts: topologies on sets, manifolds, continuous functions and homeomorphism. It has various subfields namely, general topology, differential topology, algebraic topology, geometric topology etc. The concepts of topological space and its subfields can be applied in physics, biology, computer science, robotics, mechanical engineering and even cosmology.</p>Gabriel Preston, Emmanuel Kweku Mensah, George Donkor, Stephen Ofori Ntim, Joy Zialesi Atokple, Elizabeth Adomako Boamah, David Mensah, Augustine Twumasi, Ebenezer Amankwaah Essuman; jomaar_admin Admin
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http://pubs.jomaar.org/index.php/jmr/article/view/27Sun, 03 Sep 2017 13:24:44 -0700Metric Spaces: Salient Concepts to note
http://pubs.jomaar.org/index.php/jmr/article/view/28
<p>We study metric spaces and conditions required for a given function to be a metric space and also some salient concepts such as connectedness, completeness, closed and open sets and contraction mapping which are associated with metric space which must be noted.</p>Eric Nana Asamoah, Bismark Ampratwum, Hayford Kwaku Aboagye, Timothy Amartey Laryea, Linda Osei-Agyare, Peter Yeboah, Beatrice Adjei-Ampah, Kingsley Duah, Felix Tetteh Akwerh, Bright Tetteh-Kpakpah, Eric Kpaja; jomaar_admin Admin
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http://pubs.jomaar.org/index.php/jmr/article/view/28Sun, 03 Sep 2017 13:27:01 -0700Recipe of Continuous Functions
http://pubs.jomaar.org/index.php/jmr/article/view/26
<p>A function π βπ is continuous at a point π₯0,if for π>0, there exist a πΏ>0 such that |π₯βπ₯π|<πΏ implies</p> <p>|π(π₯)βπ( π₯π)|<π. Therefore, the function f is a continuous function if it is continuous at every point. In the context of general topology, the βsmallβ sets may be replaced by βwell-chosen open setβ. So the definition should be thought of as: a function π is continuous at π₯ if given any small enough open set U containing π(π₯), there is an open set V (that we may be forced to choose very small) containing π₯ such that π(π)βπ. Continuity of a function depends not only upon the function π itself, but also on the topologies specified for its domain and range.</p>Abraham Quansah, Nicholas Adjei-Boateng, Charlotte Anima Nketia
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http://pubs.jomaar.org/index.php/jmr/article/view/26Sun, 03 Sep 2017 13:27:53 -0700Homeomorphism: A Survey through the world Of Pure Mathematics
http://pubs.jomaar.org/index.php/jmr/article/view/30
<p>Homeomorphism is a correspondence between two surfaces or other geometrical objects, defined by a one-to-one mapping that is continuous in both directions. The open interval (a, b) is homeomorphic to the real numbers.</p>jomaar_admin Admin
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http://pubs.jomaar.org/index.php/jmr/article/view/30Sun, 03 Sep 2017 13:30:52 -0700