https://crst.gfer.org/index.php/crst <p>The <strong>"International Journal of Current Research in Science and Technology"</strong> is a scholarly publication that aims to disseminate research-based knowledge in various fields of science and technology. The journal provides a platform for researchers, academicians, and professionals to share their research and insights in these areas.</p> <p>The journal focuses on high-quality scholarly articles that cover various aspects of science and technology, including physics, chemistry, biology, engineering, computer science, and mathematics. The aim of the journal is to enhance the development of knowledge in these areas by providing a vibrant and creative forum for the exchange of ideas and insights.</p> <p>The target audience for this journal includes researchers, academicians, and professionals in the field of science and technology. The journal aims to provide a comprehensive understanding of these fields and their dynamics by publishing original research articles, review articles, and case studies.</p> <p>The <strong>"International Journal of Current Research in Science and Technology"</strong> is an international publication, with contributions from researchers and scholars around the world. The journal has a rigorous peer-review process, ensuring that only high-quality research is published.</p> <p>In summary, the <strong>"International Journal of Current Research in Science and Technology"</strong> is a valuable resource for researchers, academicians, and professionals in the field of science and technology. The journal provides a platform for the dissemination of research-based knowledge, contributing to the development of knowledge in these fields.</p> <p>&nbsp;</p> GFER Publishers en-US International Journal of Current Research in Science and Technology 2394-5745 https://crst.gfer.org/index.php/crst/article/view/113 <p>In this paper, we introduce the total neighborhood Dakshayani index, modified vertex neighborhood Dakshayani index, neighborhood Dakshayani inverse degree, neighborhood Dakshayani zeroth order index, F-neighborhood Dakshayani index and general first neighborhood Dakshayani index of a graph. Furthermore we propose the vertex neighborhood Dakshayani polynomial, total neighborhood Dakshayani polynomial and F-neighborhood Dakshayani polynomial of a graph. We determine exact formulas for line graphs of subdivision graphs of 2-D lattice, nanotube and nanotorus of T UC4C8[p, q].</p> V. R. Kulli Copyright (c) 2019-07-31 2019-07-31 5 7 1 12