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Exact(59)
we see that the sum in (2.39) converges as.
Obviously, the sum in (1.1) tends to infinity as.
The sum in (34) is truncated after 100 terms.
In general, the sum in (3.21) will diverge.
For numerical purposes, the sum in (7) will only contain N terms.
If α i (h)=1 this contribution is added to the sum in (72).
The sum in (1) is replaced by an integral; see [1, 2, 6].
In fact, we have replaced the sum in (4) with max operator.
Each term of the sum in (12) is called an impure th-order sine-wave.
we find from (2.11) and (2.21) that the sum in (2.22) converges as.
For large enough, in fact, the sum in (1.1) can be split into three terms (1.3).
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