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techniques previously published. The additional space required is one word per record. Therefore, given a memory area of size A and a record of size S, then the number of records (N) tha t can be sequenced in memory using the Replacement-Selection technique is A/(S+i) , as compared to A/S for other techniques. If the additional memory is not available, then N would have to be reduced by N/(S-4-1) records in order to confine the working area to A. The number of comparisons and the same number of exchanges required by the P 0 p e r a t o r method is given in [3, 4]. The Replacement-Selection method requires N[log2N] comparisons and N exchanges. Table 1 shows a comparison of the P-Operator method and the Replacement-Selection technique for various values of N. (A memory size of NS for the P-Opera tor method and N(S-4-1) for the Replacement-Selection method.) TABLE 1

An empirical study of minimal storage sorting