AtomSeven
May18-09, 07:27 AM
Hi,
I think that I found a new result similar to Gaussian Sums. So expressing
N = p1^a1*p2^a2...pn^an, by the Fundamental Theorem of Arithmetic.
I found a closed form, f(n, pi), similar to a gaussian sum that for each of the pi expresses the corresponding ai=f(n, pi) .
So N = p1^(f(N, p1))*p2^(f(N,p2))*...*pn^(f(N,pn))
Does anyone knows of similar result?
I think that I found a new result similar to Gaussian Sums. So expressing
N = p1^a1*p2^a2...pn^an, by the Fundamental Theorem of Arithmetic.
I found a closed form, f(n, pi), similar to a gaussian sum that for each of the pi expresses the corresponding ai=f(n, pi) .
So N = p1^(f(N, p1))*p2^(f(N,p2))*...*pn^(f(N,pn))
Does anyone knows of similar result?