Re: leakproof

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От Yeb Havinga
Тема Re: leakproof
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Msg-id 4F420A98.6090302@gmail.com
обсуждение исходный текст
Ответ на Re: leakproof  (Don Baccus <dhogaza@pacifier.com>)
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On 2012-02-20 06:37, Don Baccus wrote:
> On Feb 19, 2012, at 7:24 PM, Tom Lane wrote:
>
>> It's not clear to me whether pure/leakproof functions are meant to be a
>> strict subset of immutable functions
> Superset, not subset, unless my guessing is wrong.  How could "pure" be a subset of "immutable"?
If immutable functions are not necessarily leakproof/pure, and all 
leakproof/pure functions are immutable.

If the latter is not the case, "pure" leads to confusion as well.

What about "discreet"?

-- Yeb



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