generated function वाक्य

उदाहरण वाक्य

1. We define that any discrete random variable Y satisfying probability generating function characterization
2. The generating function of the coefficients a _ n is then
3. The result is that all generating functions involved have the form
4. All higher characteristic function and moment generating function are both equal to one.
5. In consequence the moment generating function is not defined.
6. Similar asymptotic analysis is possible for exponential generating functions.
7. The generating function given above for is a special case of this formula.
8. So, let's try to find the solution using generating functions.
9. It can be characterized by its moment generating function:
10. The Cauchy distribution has no moment generating function.