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Show that computing the square of an n - bit integer is asymptotically as hard as multi plying two n - bit integers. Or equivalently,
Show that computing the square of an nbit integer is asymptotically as hard as multi plying two nbit integers. Or equivalently, show that you can multiply two nbit integers in OTn time if you can compute the square of an nbit integer in Tn time.
Show that computing the square of an nbit integer is asymptotically as hard as multi
plying two nbit integers. Or equivalently, show that you can multiply two nbit integers
in OTn time if you can compute the square of an nbit integer in Tn time.
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