- #1
ValenceE
- 142
- 0
Hello to all,
I have a question about probabilities applied to series…
How would you rate the probability that a sequence of numbers generated by a true random generator would be comprised of numbers that are part of the result of an equation such as a(n) = 2n+1, or any other one that would generate a series of numbers?
Do all number sequences generated by a true random generator have the same probability of coming out ?
Hope I'm clear enough on my formulation...
Regards,
VE
I have a question about probabilities applied to series…
How would you rate the probability that a sequence of numbers generated by a true random generator would be comprised of numbers that are part of the result of an equation such as a(n) = 2n+1, or any other one that would generate a series of numbers?
Do all number sequences generated by a true random generator have the same probability of coming out ?
Hope I'm clear enough on my formulation...
Regards,
VE