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On Wednesday, 28 December 2016 19:00:43 GMT Alan McKinnon wrote: |
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> On 28/12/2016 16:58, Alan Mackenzie wrote: |
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> > Hello, Neil. |
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> > |
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> > On Wed, Dec 28, 2016 at 02:09:10PM +0000, Neil Bothwick wrote: |
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> >> Don't forget split infinitives - the construct that is absolutely |
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> >> forbidden, but no one knows why. I had a production editor who picked |
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> >> me |
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> >> up every time I used one. I pointed out that that battle was lost as |
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> >> soon |
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> >> as Star Trek became mainstream. |
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> > |
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> > I have a theory about this. If you write "we need to thoroughly think |
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> > this through", what is the verb? It tends to become "to |
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> > thoroughlythink" rather than "to think". This coupling of adverb and |
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> > verb into a single word is probably undesirable. Hence, no split |
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> > infinitives, please. |
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> > |
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> > For what it's worth, in German, when there's a "zu" (to) in front of an |
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> > infinitive, it is _never_ separated by even the first part of a |
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> > separable verb, never mind an adverb. |
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> |
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> Well, German is a language after all, a real one with definite rules. |
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> |
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> English is a mish-mash of any good (and sometimes not so good) ideas |
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> that English people came into contact with. Oddly enough, of the 5 major |
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> input sources to modern English, the smallest contribution is from |
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> English itself. Go figure :-) |
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> |
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> As for split infinitives, no-one familiar with types of words would ever |
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> think "thoroughly" is a verb, it's an adverb. The verb is "to think". |
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Actually, the finite verb was "need". The bit about thinking was in a |
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subsidiary noun clause forming the object of the word "need". |
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> English is there so speakers can use it to communicate, not so that |
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> natural language parsers can have an easy time or grammarians can sit |
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> smugly and "be correct". The people created English, let the people |
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> decide what is proper |
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|
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"Proper" is a good word here, as would be "conventional". "Correct" is a |
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very bad word in reference to natural languages, in spite of its popularity. |
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It implies that only one answer can ever be right, as in arithmetic. |
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|
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-- |
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Regards |
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Peter |