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Exact(51)
An easy computation leads to.
Then, by an easy computation, we get Lemma 2.3.
An easy computation shows that the pair satisfies, so.
This facilitates easy computation of its derivatives for optimization purposes.
On the other hand an easy computation shows that (2.11).
An easy computation shows that the pairs and satisfy.
Similar(9)
The proof of this theorem can be obtained by easy computations.
From (14) easy computations show that 0 le H-D) < p_{le H-D
Thus by (4.14)–(4.16), with easy computations, we deduce the following bound: (4.17).
Easy computations allow to verify that assumptions (2.19) and (2.20) are satisfied.
It is important to remark that just some easy computations are needed to extend the method to other distribution choices.
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