On the Distribution of Zeros of the Zeta Function
A numerical study of the distribution of spacings between zeros of the Riemann zeta function is presented. It is based on values for the first 105 zeros and for zeros number 1012 + 1 to 1012 + 105 that are accurate to within plus or minus 10-s, and which were calculated on the Cray-1 and Cray X-MP computers.