Read Probability-generating function - Wikipedia, the free encyclopedia section 2.1 Property 4.
Arright...
Here is the question:for t>0 express the probability generating function in terms of moment generating function when it exists.
I got it this way:
g(t)=E[t^x)=E[exp{xlogt}]=M(log t)
Where g(t) is pgf and M(log t) is mgf
Does that make any sense whatsoever?
Thank you
Read Probability-generating function - Wikipedia, the free encyclopedia section 2.1 Property 4.