Stirling interpolation using triangular fuzzy number

A Critical Path Problem Using Intuitionistic Triangular Fuzzy Number

Critical path method is a network based method planned for development and organization of complex project in real world application. In this paper, a new methodology has been made to find the critical path in a directed acyclic graph, whose activity time uncertain. The vague parameters in the network are represented by intuitionistic triangular fuzzy numbers, instead of crisp numbers. A new pr...

Linear programming with Triangular Intuitionistic Fuzzy Number

This paper presents an approach based on value and ambiguity indexes defined in [1] to solve linear programming problems with data as triangular intuitionistic fuzzy numbers.

Triangular approximations of fuzzy number with value and ambiguity functions

Interpolation of fuzzy data by using flat end fuzzy splines

In this paper, a new set of spline functions called ``Flat End Fuzzy Spline" is defined to interpolate given fuzzy data. Some important theorems on these splines together with their existence and uniqueness properties are discussed. Then numerical examples are presented to illustrate the differences between of using our spline and other interpolations that have been studied before.

Stirling numbers interpolation using permutations with forbidden subsequences

We present a family of number sequences which interpolates between the sequences Bn, of Bell numbers, and n!. It is de ned in terms of permutations with forbidden patterns or subsequences. The introduction, as a parameter, of the number m of right{to{left minima yields an interpolation between Stirling numbers of the second kind S(n;m) and of the rst kind (signless) c(n;m). Moreover, q-counting...