This paper defines a concept of a linear fuzzy-valued function. Two important properties of fuzzy arithmetic are proved. Using the properties, the definition of linearity is verified by several appropriate examples. The ...

The continuing professional development (CPD) is very vital aspect of adult learning, especially for the professionals to keep abreast with the changing trends in their respective profession. To design the CPD program it ...

Background: The information and communication technology (ICT) has evolved into an essential part of our lives. The ICT is increasingly used in various ways in higher education especially dental and medical education. Aim: ...

The proposed research methodology aims to design a generally implementable framework for providing a house owner/member with the immediate notification of an ongoing theft (unauthorized access to their premises). For ...

In this paper, we find a non-dominated solution of a fuzzy maximum-return problem (unconstrained single-variable fuzzy optimization problem). We establish Newton method to find the solution of the unconstrained single-variable ...

In this paper, we discuss existence of Hukuhara di erentia- bility of fuzzy-valued functions. Several examples are worked out to check that fuzzy-valued functions are one time, two times and n-times H-di erentiable. We ...

The comparative study is conducted between the Adomian decomposition method and the separation of variables method for solving heat equation. One dimensional heat equation with homogeneous boundary conditions and polynomial ...

Solution of homogeneous fuzzy partial differential equations with specific fuzzy boundary and initial conditions are proposed. Using Adomian Decomposition method, we solve the heat equations for which it is difficult to ...

Nonlinear unconstrained fuzzy optimization problem is considered in this paper. Using the concept of convexity and Hukuhara differentiability of fuzzy-valued functions, the necessary and sufficient optimality conditions ...

Based on the concept of parametric total order relation on L-fuzzy numbers defined by S. Saito and H. Ishi [9], this paper establishes the first and second order necessary and sufficient optimality conditions for ...