problem specificationの例文

• You may need to normalize amplitudes based on your detailed problem specifications . talk ) 09 : 00, 28 March 2009 ( UTC)
• Baire's theorem says that the intersection of any countable collection of dense open sets is dense, so U is dense in R . Then consider n ( x ) for some x in U . It was assumed in the problem specification that n ( x ) is a finite number for all x in R . However, x being in U implies that n ( x ) has to be larger than any finite number . talk ) 00 : 46, 17 November 2010 ( UTC)