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 Off-Topic / Fun / 9073
  nits! (that is, Nits factorial) (was re contacting Lego Australia)
 
(...) It does indeed vary. By my book it's clear as day that an extension of something means the original something *doesn't* apply in the extended area. (22 years ago, 8-Mar-02, to lugnet.off-topic.fun)
 
  Re: nits! (that is, Nits factorial) (was re contacting Lego Australia)
 
(...) Fine, Lar, but the eqn I cited defines z!! for all complex z[1], so 3.141592654!! *is* a valid expression, whether you wanna call it double factorial or not. ROSCO [1] In fact, it doesn't - it erroneously uses x on the right side of the (...) (22 years ago, 11-Mar-02, to lugnet.off-topic.fun)

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