This article introduces Icosagonal fuzzy number in the fuzzy decision making problem by. The value of Payoff matrix is specified by Icosagonal fuzzy number. We adapt the fuzzy decision making problem into crisp valued decision making problem by way of ranking to pay off. The crisp valued decision making problem can be efficiently gave out with Savage mini max...
Showing posts with label Applied Mathamatics. Show all posts
Showing posts with label Applied Mathamatics. Show all posts
Tuesday, 5 October 2021
Friday, 25 June 2021
An Application of Multivariate Analysis on Socio Economic Indicators in Gujarat
Team IJTSRD
June 25, 2021
0
The use of statistical measurement tools to research human behavior in a social environment is known as social statistics. Statistics and statistical analysis has become a key feature of social science. In this study researcher study Socio Economics indicators like Education, Health and Employment in Gujarat, he also used Multivariate Analysis as a statistical...
Thursday, 17 June 2021
RP 166 Solving Some Special Standard Cubic Congruence of Composite Modulus modulo a Multiple of an Odd Prime
Team IJTSRD
June 17, 2021
0
Here in this paper, ten special type of standard cubic congruence of composite modulus are studied for their solutions. It is found that each of the cubic congruence under consideration has a single solution. The solution can be obtained orally as the solution is given in the problems. No extra effort is necessary to find the solution. Prof B M Roy "RP-166:...
RP 170 Formulating Solutions of a Special Class of Standard Cubic Congruence Modulo p2 Multiple of 3n
Team IJTSRD
June 17, 2021
0
In this research paper, the author has formulated the solutions of a standard cubic congruence of composite modulus modulo p2 multiple of 3n, n being a positive integer. It is found that the said congruence has exactly 3p incongruent solutions p being an odd prime positive integer. It seems that the earlier mathematicians didn’t study such types of congruence....
Saturday, 10 April 2021
Heptagonal Fuzzy Numbers by Max Min Method
Team IJTSRD
April 10, 2021
0
In this paper, we propose another methodology for the arrangement of fuzzy transportation problem under a fuzzy environment in which transportation costs are taken as fuzzy Heptagonal numbers. The fuzzy numbers and fuzzy values are predominantly used in various fields. Here, we are converting fuzzy Heptagonal numbers into crisp value by using range technique...
Tuesday, 6 April 2021
Modeling and Analysis of Influenza A H1N1 Outbreaks in India
Team IJTSRD
April 06, 2021
0
Influenza A H1N1 incidence in India, which is a highly contagious acute respiratory disease in humans caused by type A influenza virus. This study employs retrospective comparative study of the data from National Centre for Disease Control CDC yearly reports from April 2010 to April 2019. The case fatality rates of Influenza A H1N1 incidence in India was forecasted...
Friday, 2 April 2021
A Review on the Comparison of Box Jenkins ARIMA and LSTM of Deep Learning
Team IJTSRD
April 02, 2021
0
A time series is a set of events, sequentially calculated over time. Predicting the Time Series is mostly about predicting the future. The ability of a time series forecasting model is determined by its success in predicting the future. This is often at the expense of being able to explain why a specific prediction was made. The Box Jenkins model implies that...
Sunday, 21 February 2021
A Study of the Mobile Phone Impact on Under Graduate Students Based on Statistical Tools
Team IJTSRD
February 21, 2021
0
Now a days mobile phones have become an indispensable tool as communication plays a key role in all the aspects of life. It has become an essential accessory carried by everybody not only because they make it easy to keep in touch with people but because of the various facilities they offer especially the internet. The charm of mobile phone is more among young...
Thursday, 18 February 2021
Resources Allocation Queue Fairness Model of Multi Server Petroleum Products Distribution System
Team IJTSRD
February 18, 2021
0
Customer classification and service prioritization policy in a multi server single queuing system is one major scheduling policy employed by most service oriented institutions to provide preferential treatment to customers, as well as control services in the queuing system. Jobs seniority and service requirement differences are two fundamental principles of...
Saturday, 31 October 2020
RP 144 Formulation of Solutions of a Very Special Class of Standard Quadratic Congruence of Composite Modulus modulo a Multiple of Powered Even Prime by a Powered Odd Prime
Team IJTSRD
October 31, 2020
0
In this paper, the author considered a very special type of standard quadratic congruence of composite modulus for its formulation of solutions. It is found that such a congruence has exactly 4p solutions, p being an odd prime present in the modulus of the congruence. These solutions are formulated by the author. First time a formula is derived and hence the...
Friday, 4 September 2020
The Analytical Nature of the Greens Function in the Vicinity of a Simple Pole
Team IJTSRD
September 04, 2020
0
It is known that the Green function of a boundary value problem is a meromorphic function of a spectral parameter. When the boundary conditions contain integro differential terms, then the meromorphism of the Greens function of such a problem can also be proved. In this case, it is possible to write out the structure of the residue at the singular points of...
Sunday, 23 August 2020
Rp 135 Reformulation of Solutions of the Standard Quadratic Congruence of Composite Modulus A Product of Odd Prime Power Integer and Four
Team IJTSRD
August 23, 2020
0
In this paper, the author reformulated the solutions of the standard quadratic congruence of composite modulus a product of odd prime power integer and four. In the first formulation the solutions were obtained using different formulae. Now, a single formula is established for solutions. The formula is tested and verified using some illustrations. No need to...
Monday, 17 August 2020
Modeling the Consequence of Multi Intervention Campaigns for the Spread of Malaria
Team IJTSRD
August 17, 2020
0
This paper proposes and analyses a basic deterministic mathematical model to investigate Simulation for controlling malaria Diseases Transmission dynamics. The model has nine non linear differential equations which describe the control of malaria with two state variables for mosquitoes populations and five state variables for humans population and to introduce...
Thursday, 2 July 2020
Octagonal Fuzzy Transportation Problem Using Different Ranking Method
Team IJTSRD
July 02, 2020
0
Transportation Problem is used on supply and demand of commodities transported from one source to the different destinations. Finding solution of Transportation Problems are North West Corner Rule, Least Cost Method and Vogel’s Approximation Method etc. In this paper Octagonal Fuzzy Numbers using Transportation problem by Best Candidates Method and Robust ranking...
Saturday, 20 June 2020
The New Ranking Method using Octagonal Intuitionistic Fuzzy Unbalanced Transportation Problem
Team IJTSRD
June 20, 2020
0
In this paper a new ranking method is proposed for finding an optimal solution for intuitionistic fuzzy unbalanced transportation problem, in which the costs, supplies and demands are octagonal intuitionistic fuzzy numbers. The procedure is illustrated with a numerical example.
by Dr. P. Rajarajeswari | G. Menaka ""The New Ranking Method using Octagonal...
Monday, 15 June 2020
Linear Programming Problems with Icosikaipentagonal Fuzzy Number
Team IJTSRD
June 15, 2020
0
The objective of this paper is to introduce a new fuzzy number with twenty five points called as Icosikaipentagonal fuzzy number. In which Fuzzy numbers develop a membership function where there are no limitations of any specified form. The aim of this paper is to define Icosikaipentagonal fuzzy number and its some arithmetic operations. Fuzzy Linear Programming...
Thursday, 11 June 2020
RP 58 Formulation of Solutions of Standard Cubic Congruence of Composite Modulus A Product of Eight Multiple of an Odd Prime and Nth Power of Three
Team IJTSRD
June 11, 2020
0
In this paper, a standard cubic congruence of even composite modulus a product eight multiple of an odd prime and nth power of three, is considered for solutions. The congruence is studied and formulation of its solution is established. The formulation is done in two cases with different formula of solutions. Using the formula, the finding of solutions becomes...
Saturday, 18 April 2020
Mixed Convective Hydromagnetic Stagnation Point Flow of Nanofluid over an Inclined Stretching Plate with Prescribed Surface Heat Flux
Team IJTSRD
April 18, 2020
0
The aim of this paper is to investigate the two dimensional, nonlinear, steady, mixed convective flow of viscous, incompressible, electrically conducting nanofluid flow over an inclined stretching plate with prescribed heat flux in the presence of uniform transverse magnetic field. The present work concerns with two types of nanofluids such as copper water...
Wednesday, 25 March 2020
Viscous and Ohmic Heating Effects on Hydromagnetic Convective Radiative Boundary Layer Flow Due to a Permeable Shrinking Surface with Internal Heat Generation
Team IJTSRD
March 25, 2020
0
In this paper, the effects of viscous and Ohmic heating on magneto hydrodynamic forced convection flow due to a permeable shrinking surface in the presence of internal heat generation and radiation is investigated. The shrinking surface subjected to suction is prescribed with non uniform temperature which varies with the quadratic power of x. Momentum boundary...
Friday, 20 December 2019
The Existence of Approximate Solutions for Nonlinear Volterra Type Random Integral Equations
Team IJTSRD
December 20, 2019
0
In this paper, we prove the existence of solutions as well as approximations of the solutions for the nonlinear Volterra type random integral equations. We rely our results on a newly constructed hybrid fixed point theorem of B. C. Dhage in partially ordered normed linear space.
by S. G. Shete | R. G. Metkar "The Existence of Approximate Solutions...
