http://pubs.jomaar.org/index.php/jmr/issue/feedJournal of Mathematical Acumen and Research2017-11-29T05:57:59-08:00William Obeng Dentehwobengdenteh@gmail.comOpen 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>http://pubs.jomaar.org/index.php/jmr/article/view/31EXTENSION OF THE CANTOR SET: THE MIDDLE 399th CONCEPT2017-11-29T05:50:25-08:00Emmanuel Nyarkonyarkoemmamuel05@gmail.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the cantor Ternary Set. In this research another concerpt has been developed. The process is done by deleting the middle 399th.</p>2017-11-28T00:00:00-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/33EXTENSION OF THE CANTOR SET: THE MIDDLE EIGHTY NINTH(89TH) CONCEPT2017-11-29T05:53:26-08:00Comfort Asiamah-Karikariadmin@jomaar.orgWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the Cantor Ternary Set. In this work another concept has been developed. The process is done by deleting the middle nth.</p>2017-11-28T10:29:49-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/34EXTENSION OF THE CANTOR SET: THE MIDDLE ELEVENTH CONCEPT2017-11-29T00:02:05-08:00Emmanuel Adjei Kofiadjeiemmanuelkofi@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Georg Ferdinand Ludwig Philipp Cantor,a German mathematician,came up with the Cantor Ternary Set by trisecting the closed interval [0,1] and then deleting the middle third.In this research we extend the cantor set by developing a new concept; the middle eleventh concept. The process is done by deleting the middle eleventh.</p>2017-11-28T10:34:25-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/35EXTENSION OF THE CANTOR SET: THE MIDDLE NINTH CONCEPT2017-11-29T05:54:29-08:00Emmanuel Kofi Adjeiadjeiemmanuelkofi@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Georg Ferdinand Ludwig Philipp Cantor,a German mathematician,came up with the Cantor Ternary Set by trisecting the closed interval [0,1] and then deleting the middle third.In this research we extend the cantor set by developing a new concept; the middle ninth concept. The process is done by deleting the middle ninth.</p>2017-11-28T10:41:45-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/32EXTENSION OF THE CANTOR SET: THE MIDDLE 405th CONCEPT2017-11-29T05:54:58-08:00Emmanuel Kofi Adjeiadjeiemmanuelkofi@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the cantor Ternary Set. In this research another concept has been developed. The process is done by deleting the middle 405th.</p>2017-11-28T00:00:00-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/36EXTENSION OF THE CANTOR SET: THE MIDDLE SEVENTY SEVENTH(77TH) CONCEPT2017-11-29T05:56:18-08:00Comfort Asiamah-Karikariadmin@jomaar.orgWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the Cantor Ternary Set. In this work another concept has been developed. The process is done by deleting the middle nth.</p>2017-11-28T00:00:00-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/37EXTENSION OF THE CANTOR SET: THE MIDDLE TWO-HUNDRED AND THIRTY-FIRST CONCEPT2017-11-29T05:55:47-08:00Peter Yeboahmyredeemer99@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the Cantor Tenary Set. In this research and study another idea and concept has been developed. The process is done by deleting the middle two-hundred and thirty-first.</p>2017-11-28T10:58:22-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/38EXTENSION OF THE CANTOR SET: THE MIDDLE 289TH CONCEPT2017-11-29T05:57:08-08:00Bright Tetteh-Kpakpahfocusedbtk@gmail.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>In 1874, Georg Ferdinand Ludwig Philipp Cantor, a German mathematician, came out with the Cantor Ternary Set.In this research, another concept has been developed.The process is done by deleting the middle two hundred and eighty-ninth (289th).</p>2017-11-28T11:04:49-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/39EXTENSION OF THE CANTOR SET: THE MIDDLE 291ST CONCEPT2017-11-29T05:57:39-08:00Bright Tetteh-Kpakpahfocusedbtk@gmail.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>In 1874, Georg Ferdinand Ludwig Philipp Cantor, a German mathematician, came out with the Cantor Ternary Set.In this research, another concept has been developed.The process is done by deleting the middle two hundred and ninty-first (291st).</p>2017-11-28T11:06:40-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/40EXTENSION OF THE CANTOR SET: THE MIDDLE TWO-HUNDRED AND THIRTY-FIRST CONCEPT.2017-11-29T05:57:43-08:00Peter Yeboahmyredeemer99@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the Cantor Tenary Set. In this research and study another idea and concept has been developed. The process is done by deleting the middle two-hundred and thirty-first.</p>2017-11-28T11:10:26-08:00##submission.copyrightStatement##http://pubs.jomaar.org/index.php/jmr/article/view/41EXTENTION OF THE CANTOR SET: THE MIDDLE TWO-HUNDRED AND TWENTY-NINETH CONCEPT2017-11-29T05:57:59-08:00Peter Yeboahmyredeemer99@yahoo.comWilliam Obeng-Dentehwobengdenteh@gmail.com<p>Cantor came out with the Cantor Tenary Set. In this research and study another idea and concept has been developed. The process is done by deleting the middle two-hundred and twenty-nineth.</p>2017-11-28T11:12:39-08:00##submission.copyrightStatement##