I'm trying to solve the following integral from 0 to t, where the value of t is not known but is surely less than infinite of the following function:
e^(x*s)*x^(b-1)mlf(-x^b,b,b) dx
where s is again a real valued variable of which the value is unknown and b is the parameter of the Mittag-Leffler function, such that 0<b<1. I have tried with "Ryacas" but whenever I try to define a variable as symbolic, let say for example:
x<- Sym("x")
the function "Sym" is not found thus I cannot even try to integrate the function.
Any suggestions will be really appreciated!