International Journal of Mathematics Trends and Technology 

About: International Journal of Mathematics Trends and Technology is an academic journal published by Seventh Sense Research Group. The journal publishes majorly in the area(s): Fuzzy logic & Function (mathematics). It has an ISSN identifier of 2231-5373. Over the lifetime, 1539 publications have been published receiving 2085 citations. The journal is also known as: IJMTT.

Decompositions of Some Types of Supra Soft Sets and Soft Continuity

Abstract: In this paper we introduce the notion of supra soft topological spaces. We extend the notion of  -operation, pre-open soft sets,  -open soft sets, semi-open soft sets and  -open soft sets to such spaces and study their properties and the relations between them. Also, we introduce the concepts of supra pre (resp.  - , semi-,  -) continuous soft functions on these spaces and study some of their properties. We show that a mapping between two soft topological spaces is supra  -continuous soft if and only if it is supra pre-continuous soft and supra semi -continuous soft. The importance of this approach is that, the class of supra soft topological spaces is wider and more general than the class of soft topological spaces.

An integral associated with Aleph-functions of several variables

Abstract: The object of present document is to derive an integral pertaining to a products of two multivariable Aleph-functions, Two general class of polynomials and the M-serie with general arguments of quadratic nature. The result established in this paper are of general nature and hence encompass several particular cases.

Impact of multimedia in Teaching Mathematics

Abstract: In this paper, we are going to examine issues within the new frontier of integrating technology into mathematics education. We present an approach on how to teach mathematics courses by integrating meaningful multimedia technology to foster the learning process. Specifically, this paper focuses on how the integration of multimedia based teaching approach into a Calculus and Numerical Methods module impact on student’s performance and their attitudes toward educational technology. Empirical data will be collected from controlled and experimental group students enrolled into this mathematics module which include students’ engagement using traditional and multimedia technology teaching and learning process.

An Integer Programming Model for the Sudoku Problem

Abstract: Sudoku is the recent craze in logic puzzles. Players must fill in an n × n matrix, which contains some given entries, so that each row, column, and m × m submatrix contains each integer 1 through n exactly once. Two issues associated with these puzzles interest us mathematically: puzzle solution and puzzle creation. A Sudoku puzzle can be solved by creating a feasibility problem where the goal is to find at least one feasible solution to the puzzle. We present a binary integer linear program to solve this feasibility problem. Further, such an approach is extended to variations on the traditional Sudoku puzzle. In addition, we speculate as to how Sudoku puzzles are created, and provide several theorems for generating many new puzzles from one given original puzzle. Exercises and challenges problems that use principles from optimization, combinatorics, linear algebra, and computer science are presented for students.

Shortest Path Problem by Minimal Spanning Tree Algorithm using Bipolar Neutrosophic Numbers

Abstract: Normally, Minimal Spanning Tree algorithm is used to nd the shortest route in a network. Neutrosophic set theory is used when incomplete, inconsistancy and indeterminacy occurs. In this paper, Bipolar Neutrosophic Numbers are used in Minimal Spanning Tree algorithm for finding the shortest path on a network when the distances are inconsistant and indeterminate and it is illustrated by a numerical example.