https://cirworld.com/index.php/jam/issue/feedJOURNAL OF ADVANCES IN MATHEMATICS2018-02-01T05:18:21+00:00Chief Editoreditor@cirworld.comOpen Journal SystemsJAM is scientific, international peer-reviewed/Referred online journal that is devoted to fields of Mathematics to provide rapid publication of articles frequently in its issues. JAM publishes original review papers, as well as auxiliary material such as: Research Papers, Case Studies, Review Articles and Reports etc. JAM is the place for exchange of information and research results within all areas of Mathematics and allied fields.https://cirworld.com/index.php/jam/article/view/6458Common Fixed Point Results for Compatible Map in Digital Metric Spaces2017-12-25T05:23:51+00:00Sumitra Dalalmathsqueen_d@yahoo.com<p>The aim of this paper is to define the concept of compatible maps and its variants in the setting of digital metric spaces and establish some common fixed point results for these maps. Also, an application of the proposed results is quoted in this note.</p>2017-12-11T00:00:00+00:00##submission.copyrightStatement##https://cirworld.com/index.php/jam/article/view/6483Solving the Oscillation Equation With Fractional Order Damping Term Using a New Fourier Transform Method2017-12-25T05:29:51+00:00OZLEM OZTURK MIZRAKoomizrak@ankara.edu.tr<p>We propose an adapted Fourier transform method that gives the solution of an oscillation equation with a fractional damping term in ordinary domain. After we mention a transformation of cosmic time to individual time (CTIT), we explain how it can reduce the problem from fractional form to ordinary form when it is used with Fourier transformation, via an example for 1 < alpha < 2; where alpha is the order of fractional derivative. Then, we give an application of the results.</p>2017-12-16T05:56:17+00:00##submission.copyrightStatement##https://cirworld.com/index.php/jam/article/view/6482An Intriguing Approach to The Fractional Mellin Transform Method2017-12-25T05:35:50+00:00OZLEM OZTURK MIZRAKoomizrak@ankara.edu.tr<p>We propose an adapted Mellin transform method that gives the solution of a fractional di¤erential equation with variable coefficients in ordinary domain. After we mention a transformation<br>of cosmic time to individual time (CTIT), we explain how it can reduce the problem from fractional form to ordinary form when it is used with Mellin transformation, via an example for 0 < alpha < 1; where alpha is the order of fractional derivative. Then, we give an application of the results.</p>2017-12-16T00:00:00+00:00##submission.copyrightStatement##https://cirworld.com/index.php/jam/article/view/6533Improved Newton-Raphson Methods for Solving Nonlinear Equations2017-12-25T05:20:38+00:00Liang Fangfangliang3@163.comLin Pangpanglin_lin@163.com<p>In this paper, we mainly study the numerical algorithms for simple root of nonlinear equations based on Newton-Raphson method. Two modified Newton-Raphson methods for solving nonlinear equations are suggested. Both of the methods are free from second derivatives. Numerical examples are made to show the performance of the presented methods, and to compare with other ones. The numerical results illustrate that the proposed methods are more efficient and performs better than Newton-Raphson method.</p>2017-12-25T00:00:00+00:00##submission.copyrightStatement##https://cirworld.com/index.php/jam/article/view/6578The solvable subgroups of large order of L2(p) , p≥52018-02-01T05:18:21+00:00Abdullah A. Abduhaaabduh@uqu.edu.saAbeer A. AlGhawaziaaabduh@uqu.edu.sa<p>By using the following theoretical and computational algorithms , we determined the solvable subgroups of large order of the finite non-abelian simple linear groups G = L<sub>2</sub>(p) = PSL(2,p) , for p≥5 and p is a prime number , also their presentations and permutation representations have been found .</p>2018-01-07T08:29:44+00:00##submission.copyrightStatement##