https://simadp.com/journalmim/issue/feed 2024-09-03T13:35:41+00:00 Bayram Sahin [email protected] Open Journal Systems <p>International Journal of Maps in Mathematics (Int. J. Maps Math.) is a fully refereed international journal dealing with maps in mathematics and related structures. The language of the Journal is English. International Journal of Maps in Mathematics will have 2 issues per year (in March and September) and it welcomes the original submission of papers from all parts of the world. International Journal of Maps in Mathematics provides an international forum for researchers and professionals to share their work and report new advances on all topics related to certain maps in mathematics and mathematical sciences.</p> <p>The journal emphasizes timely processing of submissions and minimal backlogs in publication time. We review papers and advise authors of their paper status with a target turnaround time of 2 months.</p> <p>International Journal of Maps in Mathematics provides immediate open access to its content on the principle that making research freely available to the academic community. No page charges for publications in this journal.</p> <p> </p> https://simadp.com/journalmim/article/view/7-2-13 2024-06-06T18:16:25+00:00 Mohamd Saleem Lone [email protected] Furqan Shabir [email protected] Mehraj Ahmad Lone [email protected]

<p>In this paper, we obtain classification results for spacelike affine translation surfaces with constant mean curvature in three dimensional Minkowski space $\mathbb{E}_{1}^{3}$.</p>

2024-09-01T00:00:00+00:00 Copyright (c) 2024 International Journal of Maps in Mathematics https://simadp.com/journalmim/article/view/7-2-14 2024-07-04T12:56:56+00:00 Şule Ayar Özbal [email protected] Refet Polat [email protected] Saadet Eskiizmirliler [email protected] Mehmet Kurt [email protected]

<p>Under the aim of this paper, we establish the terms of graphs related with bitonic-algebras, which is a bitonic-graph where the vertices are the elements of bitonic algebra and where the edges are the companian of two vertices, that is two elements from bitonic algebra. We designate the upper sets of elements in a bitonic algebra and studied properties of these sets. We state algorithms to check whether the given set is a bitonic algebra or a commutative bitonic algebra or not. Additionally, we mention the codes of these algorithms. Moreover, we associate the algorithms of graphs of a bitonic algebra and state properties of these graphs obtained.</p>

2024-09-01T00:00:00+00:00 Copyright (c) 2024 International Journal of Maps in Mathematics