LP-rule - Revision history

NBlöcher: Marked as {{ref}}

2014-07-06T17:08:10Z

Marked as {{ref}}

NaumSven: /* Examples */

2007-09-24T12:00:48Z

Examples

NaumSven at 12:00, 24 September 2007

2007-09-24T12:00:25Z

NaumSven at 11:56, 24 September 2007

2007-09-24T11:56:54Z

NaumSven at 11:38, 24 September 2007

2007-09-24T11:38:14Z

NaumSven: New page: An LD-rule ''X'' $\rightarrow$ $Y_1,$ $Y_2,$ ..., $Y_n$ is interpreted as a well-formedness condition for local trees: It licens...

2007-09-24T11:32:08Z

New page: An LD-rule ''X'' <math>\rightarrow</math> <math>Y_1,</math> <math>Y_2,</math> ..., <math>Y_n </math> is interpreted as a well-formedness condition for local trees: It licens...

New page

An LD-rule ''X'' <math>\rightarrow</math> <math>Y_1,</math> <math>Y_2,</math> ..., <math>Y_n </math> is interpreted as a well-formedness condition for [[local tree|local trees]]: It licenses all local trees with a root ''X'' and daughters <math>Y_1,</math> <math>Y_2,</math> ..., <math>Y_n </math>. The order of the daughters dominated by ''X'' is considered to be irrelevant.

===See also===
* [[Generalized Phrase Structure Grammar]]
* [[ID/LP rules]]
* [[ID-rule]]

===Comment===
LD-rules were first introduced in [[Generalized Phrase Structure Grammar]].

Formally, the righthand side of an ID-rule can be considered as a [[multi-set|multi sets]].

===Other Languages===
* German [[LP-Regel]]
{{dc}}
[[Category: Grammatical theory]]

@@ Line 2: / Line 2: @@
 ===Examples===
-The LP-rue ''V \prec NP' states that the object has to follow the verb.
+The LP-rue ''V <math>\prec</math> NP' states that the object has to follow the verb.
 ===See also===

← Older revision		Revision as of 12:00, 24 September 2007
Line 1:		Line 1:
	LP-rules restrict the set of local trees admitted by an ID-rule. An LD-rule ''X'' <math>\prec</math> ''Y'' states that category ''X'' has to precede category ''Y''. It licenses all local trees containing a daughter labelled ''X'' and a daughter labelled ''Y'', with ''X'' preceding ''Y''.		LP-rules restrict the set of local trees admitted by an ID-rule. An LD-rule ''X'' <math>\prec</math> ''Y'' states that category ''X'' has to precede category ''Y''. It licenses all local trees containing a daughter labelled ''X'' and a daughter labelled ''Y'', with ''X'' preceding ''Y''.
		+
		+	===Examples===
		+	The LP-rue ''V \prec NP' states that the object has to follow the verb.

	===See also===		===See also===

← Older revision		Revision as of 11:56, 24 September 2007
Line 1:		Line 1:
−	An LD-rule ''X'' <math>\prec</math> ''Y'' states that category ''X'' has to precede category ''Y''. ~~Formally, it is a well-formedness condition for [[local tree\|local trees]]:~~ It licenses all local trees containing a daughter labelled ''X'' and a daughter labelled ''~~Y_1~~'', ~~so that~~ ''X'' ~~precedes~~ ''Y''.	+	LP-rules restrict the set of local trees admitted by an ID-rule. An LD-rule ''X'' <math>\prec</math> ''Y'' states that category ''X'' has to precede category ''Y''. It licenses all local trees containing a daughter labelled ''X'' and a daughter labelled ''Y'', with ''X'' preceding ''Y''.

	===See also===		===See also===

@@ Line 14: / Line 14: @@
 ===Other Languages===
 * German [[LP-Regel]]
-{{dc}}
+{{dc}}{{ref}}
 [[Category: Grammatical theory]]

@@ Line 1: / Line 1: @@
-An LD-rule ''X'' <math>\rightarrow</math> <math>Y_1,</math> <math>Y_2,</math> ..., <math>Y_n </math> is interpreted as a well-formedness condition for [[local tree|local trees]]: It licenses all local trees with a root ''X'' and daughters <math>Y_1,</math> <math>Y_2,</math> ..., <math>Y_n </math>. The order of the daughters dominated by ''X'' is considered to be irrelevant.
+An LD-rule ''X'' <math>\prec</math> ''Y'' states that category ''X'' has to precede category ''Y''. Formally, it is a well-formedness condition for [[local tree|local trees]]: It licenses all local trees containing a daughter labelled ''X'' and a daughter labelled  ''Y_1'', so that ''X'' precedes ''Y''.
 ===See also===
@@ Line 8: / Line 8: @@
 ===Comment===
 LD-rules were first introduced in [[Generalized Phrase Structure Grammar]].
 ===Other Languages===