Difference between revisions of "MD"

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===Verbs elided after modals===
 
===Verbs elided after modals===
 
See [http://www.ling.upenn.edu/~beatrice/annotation/syn-empty.htm#generic_empty_category PPCEME guidelines].
 
See [http://www.ling.upenn.edu/~beatrice/annotation/syn-empty.htm#generic_empty_category PPCEME guidelines].
 +
 +
===VB before VB*===
 +
When a verb is fronted and becomes before a regular verb, parse it as IP-INF.
 +
 +
<pre>
 +
  (ADVP-TMP (ADV þá-þá)
 +
    (CP-REL (WADVP 0)
 +
    (C er-er)
 +
    (IP-SUB-SPE (IP-INF-SPE (VB nálgast-nálgast))
 +
(VBDI tók-taka)
 +
(NP-SBJ (NP-POS (N-G fyrirheits$-fyrirheit) (D-G $ins-hinn))
 +
(N-N tími-tími)))))
 +
</pre>

Revision as of 13:15, 5 August 2010

Only verbs with modal meaning that take bare infinitives are tagged as MD:

mega 'may', munu 'will', skulu 'shall', vilja 'want, will'

This includes GETA when it functions as a modal and takes a past participle complement, and when it has the same meaning as GETA and functions the same (see Treatment of individual words). VILJA does not always function as a modal, then it is not tagged MD: Ég vil þetta.

Verbs with modal meaning that take að-marker (to) and an infinitive are not tagged as MD but as main verbs taking IP-INF:

eiga 'ought to', fá 'be allowed to', hljóta 'must', kunna 'can', þurfa 'need to', verða 'must', ætla 'intend'

if a verb that usually takes the að-marker for some reason does not, and does not have modal meaning, it is still parsed as taking IP-INF.

( (IP-MAT (NP-SBJ (PRO-A Hann-hann))
          (VBPI langar-langa)
          (IP-INF (VB fara-fara))))

Infinitive of some pretero-present has a special past marking (Hann sagðist mundu/skyldu gera þetta). This is not tagged especially: we tag it as MD and not MDD.

Verbs elided after modals

See PPCEME guidelines.

VB before VB*

When a verb is fronted and becomes before a regular verb, parse it as IP-INF.

	  (ADVP-TMP (ADV þá-þá)
		    (CP-REL (WADVP 0)
			    (C er-er)
			    (IP-SUB-SPE (IP-INF-SPE (VB nálgast-nálgast))
					(VBDI tók-taka)
					(NP-SBJ (NP-POS (N-G fyrirheits$-fyrirheit) (D-G $ins-hinn))
						(N-N tími-tími)))))