A mathematical equation which involves a function and its derivatives is called a differential equation. We consider a real life situation, from this form a mathematical model, solve that model using some mathematical concepts and take interpretation of solution. It is a well known and popular concept in mathematics because of its massive application in real...
Showing posts with label Applied Mathematics. Show all posts
Showing posts with label Applied Mathematics. Show all posts
Thursday, 26 August 2021
Saturday, 14 August 2021
Application of Markov Chain Model on Natural Disasters A Case Study of Fire Outbreak
Team IJTSRD
August 14, 2021
0
Right from the beginning of life, the importance of fire cannot be over emphasized as man embraces evolution which is accompanied by new innovations, discoveries and technology. Despite its importance, fire outbreak causes negative effects on human being and the society at large. Poor dissemination of information regarding fire disasters, causes of fire disaster,...
Thursday, 15 April 2021
RP 163 Solving a Special Standard Quadratic Congruence Modulo an Even Multiple of an Odd Positive Integer
Team IJTSRD
April 15, 2021
0
The author, here in this paper, presented a formulation for solving a special standard quadratic congruence modulo an even multiple of an odd positive integer. The established formula is tested and verified true by solving various numerical examples. The formulation works well and proved time saving. by Prof B M Roy "RP-163: Solving a Special Standard Quadratic...
Saturday, 10 April 2021
RP 165 Solving Some Special Classes of Standard Cubic Congruence of Composite Modulus
Team IJTSRD
April 10, 2021
0
In this paper, a special class of standard cubic congruence of composite modulus is studied and formulated the solutions. The discussion is presented here. This cubic congruence has three types of solutions. In first case, it has exactly 3 incongruent solutions in second case, it has nine incongruent solutions and in third case it has twenty seven incongruent...
On Intuitionistic Fuzzy Transportation Problem Using Pentagonal Intuitionistic Fuzzy Numbers Solved by Modi Method
Team IJTSRD
April 10, 2021
0
In this paper a new method is proposed for finding an optimal solution for Pentagonal intuitionistic fuzzy transportation problems, in which the cost values are Pentagonal intuitionistic fuzzy numbers. The procedure is illustrated with a numerical example. by P. Parimala | P. Kamalaveni "On Intuitionistic Fuzzy Transportation Problem Using Pentagonal Intuitionistic...
Fundamentals of Parameterised Covering Approximation Space
Team IJTSRD
April 10, 2021
0
Combination of theories has not only advanced the research, but also helped in handling the issues of impreciseness in real life problems. The soft rough set has been defined by many authors by combining the theories of soft set and rough set. The concept Soft Covering Based Rough Set be given by J.Zhan et al 2008 , Feng Feng et al 2011 , S.Yuksel et al 2015...
Thursday, 4 February 2021
Application of Mathematics in Mechanical Engineering
Team IJTSRD
February 04, 2021
0
Applied Mathematics have been successfully used in the development of science and technology in 20th –21st century. In Mechanical Engineers, an application of Mathematics gives mechanical engineers convenient access to the essential problem solving tools that they use. In this paper, we will discuss some examples of applications of mathematics in Mechanical...
Saturday, 12 December 2020
Formulation of a Class of Standard Quadratic Congruence of Composite Modulus modulo Even Multiple of an Odd Prime
Team IJTSRD
December 12, 2020
0
The author here in this paper presented formulation of solutions of a class of standard quadratic congruence of composite modulus modulo an even multiple of an odd prime. The established formula is tested and verified true by solving various numerical examples. The formulation works well and proved time saving. Prof B M Roy "Formulation of a Class of Standard...
Monday, 7 December 2020
A Study on Power Mean Labeling of the Graphs and Vertex Odd Power Mean Labeling of Graphs
Team IJTSRD
December 07, 2020
0
This paper we discuss with power mean labeling of graph and Vertex Odd Power Mean Labeling of Graphs. A graph = , is referred as Power Mean graph with , q , if it is feasible to label the vertices with different elements from 1, 2, 3, ..., 1 in such a way that when each edge = is labeled with f e=uv = f u f v f v f u 1 f u f v In this paper we define Vertex...
Sunday, 20 September 2020
Application of Arithmetic Progression in Equilateral Triangle as Mathematics Brain Teaser
Team IJTSRD
September 20, 2020
0
In a classroom situation generally homogeneous teaching goes for heterogeneous groups of students. Mathematically gifted students always require some differentiated instruction from those of other students because they demonstrate an uneven pattern of mathematical understanding and development. Though they are endowed with high computation skills, problem solving...
Saturday, 19 September 2020
RP 56 Reformulation of Solutions of a Standard Quadratic Congruence of Composite Modulus An Eighth Multiple of a Product of Two Odd Primes
Team IJTSRD
September 19, 2020
0
In this paper, the author considered a very general type of standard quadratic congruence of composite modulus an eighth multiple of product of two odd primes for reformulation of its solutions. The author’s first formulation was very simple but readers had to use many formulae for its solutions. Now the reformulation reduces the numbers of formulae for solutions....
Sunday, 14 June 2020
Learning of Advanced Mathematics by Chinese Liberal Arts Students A Study of Developing Applied Mathematical Ability
Team IJTSRD
June 14, 2020
0
According to statistics, more than 90 of Chinese universities have offered advanced mathematics for liberal arts students as a general course since 2003 to cultivate their scientific literacy and problem solving ability. This study aims to provide a feasible approach for liberal arts students to accept the value of mathematics and apply mathematical methods...
Friday, 8 May 2020
RP 129 Formulation of a Special Type of Standard Quadratic Congruence of Composite Modulus- a Product of Two Powered Odd Primes
Team IJTSRD
May 08, 2020
0
In this current study, a very special type of standard quadratic congruence of composite modulus a product of two powered odd primes is considered for finding solutions. It is studied and solved in different cases. The author's effort made an easy way to find the solutions of the congruence under consideration. Such types of congruence are not formulated...
Sunday, 16 February 2020
Solving Differential Equations Including Leguerre Polynomial via Laplace Transform
Team IJTSRD
February 16, 2020
0
engineering application and make differential equations simple to solve. In this paper, we will solve differential equations including Leguerre Polynomial via Laplace Transform Method.
Dr. Dinesh Verma | Amit Pal Singh ""Solving Differential Equations Including Leguerre Polynomial via Laplace Transform""
Published in International Journal of Trend...
Thursday, 9 January 2020
Study of Magnetohydrodynamic Fluid Flows and Their Applications
Team IJTSRD
January 09, 2020
0
In this paper a detailed study is presented on magnetohydrodynamic fluid flows with their basic governing equations. Basic concept of magnetohydrodynamic is discussed in detail. The results of various problems done by researchers are presented and addressed properly. The various applications of magnetohydrodynamic fluid flows have been presented.
by...
Saturday, 12 October 2019
The Super Stability of Third Order Linear Ordinary Differential Homogeneous Equation with Boundary Condition
Team IJTSRD
October 12, 2019
0
The stability problem is a fundamental issue in the design of any distributed systems like local area networks, multiprocessor systems, distribution computation and multidimensional queuing systems. In Mathematics stability theory addresses the stability solutions of differential, integral and other equations, and trajectories of dynamical systems under small...
Wednesday, 2 October 2019
Application of Vertex Colorings with Some Interesting Graphs
Team IJTSRD
October 02, 2019
0
Firstly, basic concepts of graph and vertex colorings are introduced. Then, some interesting graphs with vertex colorings are presented. A vertex coloring of graph G is an assignment of colors to the vertices of G. And then by using proper vertex coloring, some interesting graphs are described. By using some applications of vertex colorings, two problems...
Monday, 26 August 2019
Applications of Wavelet Transform
Team IJTSRD
August 26, 2019
0
Wavelets are mathematical functions. The wavelet transform is a tool that cuts up data, functions or operators into different frequency components and then studies each component with a resolution matched to its scale. It is needed, because analyzing discontinuities and sharp spikes of the signal and applications as image compression, human vision, radar,...
Sunday, 25 August 2019
How Apply Mathematics in Engineering Fields
Team IJTSRD
August 25, 2019
0
Mathematics or particularly applied mathematics is widely used in every engineering fields. In this paper, several examples of applications of mathematics in civil, mechanical, electrical and architectural engineering are discussed. The role of mathematics in engineering education is one of these opportunities. There has been much recent debate on what mathematical...
Friday, 9 August 2019
Applications on Markov Chain
Team IJTSRD
August 09, 2019
0
Markov chain is one of the techniques used in operations research with possibilities view that managers in organizational decision making industrial and commercial use it. Markov processes arise in probability and statistics in one of two ways. Markov process is a tool to predict that it can make logical and accurate decisions about various aspects of management...
