MCE226L, Mini-Project

Running head: MCE226L, Mini-Project
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MCE226L, Mini-Project
Name of the Student
Name of the University
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MCE226L, Mini-Project1
The Mittag-Leffler function with parameters α, β are given by the following expression.
M L ( α , β ) ( z )=∑
k=0
∞ zk
Γ ( α∗k+ β )
The Γ symbol is the gamma function which is defined by,
Γ ( n)=(n−1)!
The infinite sum of M-L function is approximated by certain number of terms in which the
error between current and next iteration is less than the tolerance which is En =0.0001. The
values of α, β are considered positive integers here. The values of M-L function for different
z in a user-defined range are printed using C programming.
Flowchart of algorithm:

MCE226L, Mini-Project2
C programme:
#include <stdio.h>
#include <conio.h>