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Yet again, these non-mutable array based sieves are about a hundred moments slower than even the "1 massive memory buffer array" Edition as applied while in the bounded area; a web page segmented Model in the mutable little bit-packed memory array would be several occasions speedier.
The type inference needs some help While using the new CIS type (such as picking the generic sort for pace). Notice the use of recursive capabilities to implement many non-sharing delayed making base primes streams, which together Using these remaining non-memoizing implies that the whole primes stream will not be held in memory as for the original Hen code: style CISCIS xs.cont() ^^ ys.cont()) // no duplications
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The actual incremental sieve using the Priority Queue is as follows, which code go right here makes use of the exact same optimizations of postponing the addition of prime composite streams to the queue right up until the square root on the at this time sieved quantity is arrived at and employing a secondary base primes stream to crank out the primes composite stream markers from the queue as was used for the Hash Map Edition: