Random question.
I am attempting to create a program which would generate a pseudo-random distribution. I am trying to find the right pseudo-random algorithm for my
Ok, I'm not sure if there is a general answer, so I would concentrate on random number generator having, say, 64bit internal state/seed, producing 64bit output and having 2^64-1 period. In particular, I would look at linear congruential generator (aka LCG) in the form of
next = (a * prev + c) mod m
where a
and m
are primes to each other
So:
1) Check
2) Check
3) Check (well, for 64bit space of course)
4) Check (again, except 0 I believe, but each and every permutation of 64bits is output of LCG starting with some seed)
5) Check. LCG is known to be reversible, i.e. one could get
prev = (next - c) * a_inv mod m
where a_inv could be computed from a
, m
using Euclid's algorithm
Well, if it looks ok to you, you could try to implement LCG in your 15546bits space
UPDATE
And quick search shows reversible LCG discussion/code here
Reversible pseudo-random sequence generator