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The recently proposed O(n log n) integer multiplication algorithm [pdf]
(unsw.edu.au)
11 points | by
craigcitro
26 minutes ago
1 comments
flebron
6 minutes ago
Note in this case the title says "O(n log n)", but the important part is this is "o(n log n)", not just "O(n log n)'. The former is a strict subset of the latter. We already knew how to multiply two n-bit integers in O(n log n) time, via the FFT.
[-]
onionisafruit
1 minute ago
For those of us uninformed, what’s the difference between O and o?
1 comments