http://mail.ijmcr.in/index.php/ijmcr/issue/feedInternational Journal Of Mathematics And Computer Research2025-03-13T11:28:18+00:00Tapasya Vishwaeditor@ijmcr.inOpen Journal Systems<p>IJMCR is an international journal which provides a plateform to scientist and researchers all over the world for the dissemination of knowledge in computer science , mathematical sciences and related fields. Origional research papers and review articles are invited for publication in the field of Computer science, Software engineering, Programming, Operating system, Memory structure, Compilers, Interpretors, Artificial intelligence, Complexity, Information storage and Retrival, Computer system organization and Communication network, Processor architectures, Image and Speech processing, Pattern recognition and Graphics, Database management, Data structure, Applications, Information system, Internet, Multimedia Information system, User Interface, Human Computer Interface, Computing methodologies, Automation, Robotics and related fields. Similarly, origional research papers and review articles of Pure mathematics, Applied mathematics, Mathematical sciences and related fields can also be considered for the publication in the journal.</p>http://mail.ijmcr.in/index.php/ijmcr/article/view/897〖 Δ〗_kl- Statistical Convergence via Neutrosophic Normed Spaces for Double Sequences2025-03-01T11:53:23+00:00B. G. Ahmadumanishsoni.mds13@gmail.comA. M. Bronomanishsoni.mds13@gmail.com<p>In this paper, we present the extension of ∆-statistically convergent and ∆-statistically Cauchy sequences via neutrosophic normed space (NNS) to double sequences. The study in analogy also define and introduce for which lim or where denote set of all statistically convergent sequences. Furthermore, we present their feature utilizing double density and establish some inclusion relations between these concepts and prove some essentials analogous properties for double sequences.</p>2025-03-01T11:53:23+00:00##submission.copyrightStatement##http://mail.ijmcr.in/index.php/ijmcr/article/view/901Temperature Elliptic Sombor and Modified Temperature Elliptic Sombor Indices2025-03-08T14:43:23+00:00V.R. Kullimanishsoni.mds13@gmail.com<p>In this paper, we introduce the temperature elliptic Sombor index, modified temperature elliptic Sombor index and their corresponding exponentials of a graph. Also we compute these temperature indices for some standard graphs and <em>HC</em><sub>5</sub><em>C</em><sub>7 </sub>[<em>p, q</em>] nanotubes. Furthermore, we establish some properties of newly defined temperature elliptic Sombor index.</p>2025-03-08T14:43:23+00:00##submission.copyrightStatement##http://mail.ijmcr.in/index.php/ijmcr/article/view/899ON COMBINATORIAL IDENTITIES OF LUCAS AND FIBONACCI NUMBERS CONNECTED TO TCHEBYSHEV POLYNOMIALS2025-03-13T08:57:56+00:00GOUTHAM Cgautamc600@gmail.comR. RANGARAJANgautamc600@gmail.com<p>The present paper is on derivation of many combinatorial identities of x<sub>n</sub> = T<sub>n</sub> (9), y<sub>n</sub> = U<sub>n-1</sub> (9) , L<sub>6n+k</sub> = L<sub>k</sub> x<sub>n</sub> +20 F<sub>k</sub> y<sub>n</sub> <sub> </sub> and F<sub>6n+k</sub> = F<sub>k</sub> x<sub>n</sub> +4 L<sub>k</sub> y<sub>n</sub> , k=0,1,2,3,4,5 n=0,1,2,..., where T<sub>n</sub> (x) and U<sub>n-1</sub> (x) are the well known Tchebyshev polynomials of first and second kind and L<sub>n</sub> and F<sub>n</sub> are the well known Lucas and Fibonacci numbers.</p>2025-03-12T14:13:49+00:00##submission.copyrightStatement##http://mail.ijmcr.in/index.php/ijmcr/article/view/898Implementation of Analytical Hierarchy Process (AHP) for Ranking Consumers Satisfaction Criteria in the Mathematics Dan Science Learning Center2025-03-13T11:28:18+00:00Dwi Nur Yuniantidwiyunianti@unesa.ac.idElok Sudibyodwiyunianti@unesa.ac.idErlix Rakhmad Purnamadwiyunianti@unesa.ac.idEvangelista Lus W Palupidwiyunianti@unesa.ac.id<p>Customer satisfaction is defined as a measurement that determines the level of customer satisfaction with the products, services and capabilities of a service provider. In this article, we determine the priority order of criteria that influence the customer satisfaction in the mathematics and science learning center using the AHP method.</p> <p>Based on the results of the AHP method, the main priority criterion is responsibility of providing information related to services with weight criterion is 0.216.</p>2025-03-13T11:28:18+00:00##submission.copyrightStatement##