- #1
venvidu
- 1
- 0
Hello all,
Please excuse my naive question that follows.
I do not have much experience in Statistics and need to obtain a set of variables which assures randomness in the variables.
From central limit theorem, I believe addition of random independent variables assures randomness of the overall value ?
In my case, there is a function that takes a set of variables. What I need is to assure randomness in the output of the function. In this case, some of the variables are implicitly dependent on each other. At this point, I am not so clear as to what kind of approach would be proper between just using separate random variables and other approaches with mathematical background, if exist at all ?
Thanks
venvidu
Please excuse my naive question that follows.
I do not have much experience in Statistics and need to obtain a set of variables which assures randomness in the variables.
From central limit theorem, I believe addition of random independent variables assures randomness of the overall value ?
In my case, there is a function that takes a set of variables. What I need is to assure randomness in the output of the function. In this case, some of the variables are implicitly dependent on each other. At this point, I am not so clear as to what kind of approach would be proper between just using separate random variables and other approaches with mathematical background, if exist at all ?
Thanks
venvidu