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0!-1!=x
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x=?
x = -1!
I'll bite. 0. 0! = 1 and 1! = 1 so 1-1 = 0.
x is zero √ next question is there a inverse factorial operation? \[y!=z\] solve for y
\[y=z¡\] or something or do factorials only work in one direction, because the operation isnt a proper function
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ok so upside down exclamation point is a poor choice of symbol because it look like an i but is there something like \[z!^{-1}\]
is there a inverse factorial operation? NO Factorial operation is not one to one.
well that is kinda what i was thinking. however i cant really say i understand why this is so
factorials occur in nature is this something to do with time evolution?
if you restrict the domain of the gamma function it would be bijective.
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