A Study on Permanent of L-R Hexagonal Fuzzy Number Matrices
Journal Title: Earthline Journal of Mathematical Sciences - Year 2019, Vol 2, Issue 1
Abstract
In this paper, it is shown that a number of properties of permanent of both square and non-square matrices present under fuzzy environment. We establish the basic formulas of determinant and permanent of matrices which contains the new properties to compare the both notions. We investigate the permanent of square L-R hexagonal fuzzy matrix (L-R HFM) using in different ways from partial derivatives. The notions of permanent of non-square L-R hexagonal fuzzy matrix are defined. Moreover, we derive some of the standard properties and constant matrix with the aid of above notion.
Authors and Affiliations
D. Stephen Dinagar, U. Hari Narayanan
A Certain Subclass of Multivalent Analytic Functions with Negative Coefficients for Operator on Hilbert Space
In the present work, we introduce and study a certain subclass for multivalent analytic functions with negative coefficients defined on complex Hilbert space. We establish a number of geometric properties, like, coeffici...
Strong Insertion of a Contra-$alpha$-continuous Function between Two Comparable Real-valued Functions
Necessary and sufficient conditions in terms of lower cut sets are given for the insertion of a contra-a-continuous function between two comparable real-valued functions.
Sensitivity Analysis and Stabilization for Two Dynamical Systems
This paper focuses on the sensitivity analysis for two dominant political parties. In contrast to Misra, Bazuaye and Khan, who developed the model without investigating the impact of varying the initial state of politica...
Differential Sandwich Theorems for a Certain Class of Analytic Functions Defined by Differential Operator
In this paper, we establish some applications of first order differential subordination and superordination results involving Hadamard product for a certain class of analytic functions with differential operator defined...
Certain Integrals Associated with Hypergeometric Functions of Four Variables
The main objective of this paper is to present integral representations of Euler type and Laplace type for five new hypergeometric series of four variables.