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Vincent Lefèvre wrote: > So, as this has been shown, you do not need complete arithmetic > to get a correctly-rounded dot product. A correctly-rounded dot product is only ONE of the applications of having an exact dot product, if I understood Ulrich's argument. In other words, it may be necessary to know more about the rounding error than its sign. Michel. ---Sent: 2013-05-24 16:25:33 UTC