term by termの例文


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  1. where \ otimes denotes term by term multiplication.
  2. By the uniqueness theorem for Fourier expansions, we must then equate the Fourier coefficients term by term, giving
  3. The only way to suppress them is to deal with them term by term, which nobody has done.
  4. It can be evaluated by expanding the integral by the binomial series and integrating term by term : see Meridian arc for details.
  5. When series of locants containing the same number of terms are compared term by term, that series is " lowest " which contains the lowest number on the occasion of the first difference.


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