You cannot select more than 25 topics Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.

377 lines
19 KiB
Plaintext

.. Copyright (C) 2001-2019 NLTK Project
.. For license information, see LICENSE.TXT
==============================
Combinatory Categorial Grammar
==============================
Relative Clauses
----------------
>>> from nltk.ccg import chart, lexicon
Construct a lexicon:
>>> lex = lexicon.parseLexicon('''
... :- S, NP, N, VP
...
... Det :: NP/N
... Pro :: NP
... Modal :: S\\NP/VP
...
... TV :: VP/NP
... DTV :: TV/NP
...
... the => Det
...
... that => Det
... that => NP
...
... I => Pro
... you => Pro
... we => Pro
...
... chef => N
... cake => N
... children => N
... dough => N
...
... will => Modal
... should => Modal
... might => Modal
... must => Modal
...
... and => var\\.,var/.,var
...
... to => VP[to]/VP
...
... without => (VP\\VP)/VP[ing]
...
... be => TV
... cook => TV
... eat => TV
...
... cooking => VP[ing]/NP
...
... give => DTV
...
... is => (S\\NP)/NP
... prefer => (S\\NP)/NP
...
... which => (N\\N)/(S/NP)
...
... persuade => (VP/VP[to])/NP
... ''')
>>> parser = chart.CCGChartParser(lex, chart.DefaultRuleSet)
>>> for parse in parser.parse("you prefer that cake".split()):
... chart.printCCGDerivation(parse)
... break
...
you prefer that cake
NP ((S\NP)/NP) (NP/N) N
-------------->
NP
--------------------------->
(S\NP)
--------------------------------<
S
>>> for parse in parser.parse("that is the cake which you prefer".split()):
... chart.printCCGDerivation(parse)
... break
...
that is the cake which you prefer
NP ((S\NP)/NP) (NP/N) N ((N\N)/(S/NP)) NP ((S\NP)/NP)
----->T
(S/(S\NP))
------------------>B
(S/NP)
---------------------------------->
(N\N)
----------------------------------------<
N
------------------------------------------------>
NP
------------------------------------------------------------->
(S\NP)
-------------------------------------------------------------------<
S
Some other sentences to try:
"that is the cake which we will persuade the chef to cook"
"that is the cake which we will persuade the chef to give the children"
>>> sent = "that is the dough which you will eat without cooking".split()
>>> nosub_parser = chart.CCGChartParser(lex, chart.ApplicationRuleSet +
... chart.CompositionRuleSet + chart.TypeRaiseRuleSet)
Without Substitution (no output)
>>> for parse in nosub_parser.parse(sent):
... chart.printCCGDerivation(parse)
With Substitution:
>>> for parse in parser.parse(sent):
... chart.printCCGDerivation(parse)
... break
...
that is the dough which you will eat without cooking
NP ((S\NP)/NP) (NP/N) N ((N\N)/(S/NP)) NP ((S\NP)/VP) (VP/NP) ((VP\VP)/VP['ing']) (VP['ing']/NP)
----->T
(S/(S\NP))
------------------------------------->B
((VP\VP)/NP)
----------------------------------------------<Sx
(VP/NP)
----------------------------------------------------------->B
((S\NP)/NP)
---------------------------------------------------------------->B
(S/NP)
-------------------------------------------------------------------------------->
(N\N)
---------------------------------------------------------------------------------------<
N
----------------------------------------------------------------------------------------------->
NP
------------------------------------------------------------------------------------------------------------>
(S\NP)
------------------------------------------------------------------------------------------------------------------<
S
Conjunction
-----------
>>> from nltk.ccg.chart import CCGChartParser, ApplicationRuleSet, CompositionRuleSet
>>> from nltk.ccg.chart import SubstitutionRuleSet, TypeRaiseRuleSet, printCCGDerivation
>>> from nltk.ccg import lexicon
Lexicons for the tests:
>>> test1_lex = '''
... :- S,N,NP,VP
... I => NP
... you => NP
... will => S\\NP/VP
... cook => VP/NP
... which => (N\\N)/(S/NP)
... and => var\\.,var/.,var
... might => S\\NP/VP
... eat => VP/NP
... the => NP/N
... mushrooms => N
... parsnips => N'''
>>> test2_lex = '''
... :- N, S, NP, VP
... articles => N
... the => NP/N
... and => var\\.,var/.,var
... which => (N\\N)/(S/NP)
... I => NP
... anyone => NP
... will => (S/VP)\\NP
... file => VP/NP
... without => (VP\\VP)/VP[ing]
... forget => VP/NP
... reading => VP[ing]/NP
... '''
Tests handling of conjunctions.
Note that while the two derivations are different, they are semantically equivalent.
>>> lex = lexicon.parseLexicon(test1_lex)
>>> parser = CCGChartParser(lex, ApplicationRuleSet + CompositionRuleSet + SubstitutionRuleSet)
>>> for parse in parser.parse("I will cook and might eat the mushrooms and parsnips".split()):
... printCCGDerivation(parse)
I will cook and might eat the mushrooms and parsnips
NP ((S\NP)/VP) (VP/NP) ((_var0\.,_var0)/.,_var0) ((S\NP)/VP) (VP/NP) (NP/N) N ((_var0\.,_var0)/.,_var0) N
---------------------->B
((S\NP)/NP)
---------------------->B
((S\NP)/NP)
------------------------------------------------->
(((S\NP)/NP)\.,((S\NP)/NP))
-----------------------------------------------------------------------<
((S\NP)/NP)
------------------------------------->
(N\.,N)
------------------------------------------------<
N
-------------------------------------------------------->
NP
------------------------------------------------------------------------------------------------------------------------------->
(S\NP)
-----------------------------------------------------------------------------------------------------------------------------------<
S
I will cook and might eat the mushrooms and parsnips
NP ((S\NP)/VP) (VP/NP) ((_var0\.,_var0)/.,_var0) ((S\NP)/VP) (VP/NP) (NP/N) N ((_var0\.,_var0)/.,_var0) N
---------------------->B
((S\NP)/NP)
---------------------->B
((S\NP)/NP)
------------------------------------------------->
(((S\NP)/NP)\.,((S\NP)/NP))
-----------------------------------------------------------------------<
((S\NP)/NP)
------------------------------------------------------------------------------->B
((S\NP)/N)
------------------------------------->
(N\.,N)
------------------------------------------------<
N
------------------------------------------------------------------------------------------------------------------------------->
(S\NP)
-----------------------------------------------------------------------------------------------------------------------------------<
S
Tests handling subject extraction.
Interesting to point that the two parses are clearly semantically different.
>>> lex = lexicon.parseLexicon(test2_lex)
>>> parser = CCGChartParser(lex, ApplicationRuleSet + CompositionRuleSet + SubstitutionRuleSet)
>>> for parse in parser.parse("articles which I will file and forget without reading".split()):
... printCCGDerivation(parse)
articles which I will file and forget without reading
N ((N\N)/(S/NP)) NP ((S/VP)\NP) (VP/NP) ((_var0\.,_var0)/.,_var0) (VP/NP) ((VP\VP)/VP['ing']) (VP['ing']/NP)
-----------------<
(S/VP)
------------------------------------->B
((VP\VP)/NP)
----------------------------------------------<Sx
(VP/NP)
------------------------------------------------------------------------->
((VP/NP)\.,(VP/NP))
----------------------------------------------------------------------------------<
(VP/NP)
--------------------------------------------------------------------------------------------------->B
(S/NP)
------------------------------------------------------------------------------------------------------------------->
(N\N)
-----------------------------------------------------------------------------------------------------------------------------<
N
articles which I will file and forget without reading
N ((N\N)/(S/NP)) NP ((S/VP)\NP) (VP/NP) ((_var0\.,_var0)/.,_var0) (VP/NP) ((VP\VP)/VP['ing']) (VP['ing']/NP)
-----------------<
(S/VP)
------------------------------------>
((VP/NP)\.,(VP/NP))
---------------------------------------------<
(VP/NP)
------------------------------------->B
((VP\VP)/NP)
----------------------------------------------------------------------------------<Sx
(VP/NP)
--------------------------------------------------------------------------------------------------->B
(S/NP)
------------------------------------------------------------------------------------------------------------------->
(N\N)
-----------------------------------------------------------------------------------------------------------------------------<
N
Unicode support
---------------
Unicode words are supported.
>>> from nltk.ccg import chart, lexicon
Lexicons for the tests:
>>> lex = lexicon.parseLexicon(u'''
... :- S, N, NP, PP
...
... AdjI :: N\\N
... AdjD :: N/N
... AdvD :: S/S
... AdvI :: S\\S
... Det :: NP/N
... PrepNPCompl :: PP/NP
... PrepNAdjN :: S\\S/N
... PrepNAdjNP :: S\\S/NP
... VPNP :: S\\NP/NP
... VPPP :: S\\NP/PP
... VPser :: S\\NP/AdjI
...
... auto => N
... bebidas => N
... cine => N
... ley => N
... libro => N
... ministro => N
... panadería => N
... presidente => N
... super => N
...
... el => Det
... la => Det
... las => Det
... un => Det
...
... Ana => NP
... Pablo => NP
...
... y => var\\.,var/.,var
...
... pero => (S/NP)\\(S/NP)/(S/NP)
...
... anunció => VPNP
... compró => VPNP
... cree => S\\NP/S[dep]
... desmintió => VPNP
... lee => VPNP
... fueron => VPPP
...
... es => VPser
...
... interesante => AdjD
... interesante => AdjI
... nueva => AdjD
... nueva => AdjI
...
... a => PrepNPCompl
... en => PrepNAdjN
... en => PrepNAdjNP
...
... ayer => AdvI
...
... que => (NP\\NP)/(S/NP)
... que => S[dep]/S
... ''')
>>> parser = chart.CCGChartParser(lex, chart.DefaultRuleSet)
>>> for parse in parser.parse(u"el ministro anunció pero el presidente desmintió la nueva ley".split()):
... printCCGDerivation(parse) # doctest: +SKIP
... # it fails on python2.7 because of the unicode problem explained in https://github.com/nltk/nltk/pull/1354
... break
el ministro anunció pero el presidente desmintió la nueva ley
(NP/N) N ((S\NP)/NP) (((S/NP)\(S/NP))/(S/NP)) (NP/N) N ((S\NP)/NP) (NP/N) (N/N) N
------------------>
NP
------------------>T
(S/(S\NP))
-------------------->
NP
-------------------->T
(S/(S\NP))
--------------------------------->B
(S/NP)
----------------------------------------------------------->
((S/NP)\(S/NP))
------------>
N
-------------------->
NP
--------------------<T
(S\(S/NP))
-------------------------------------------------------------------------------<B
(S\(S/NP))
--------------------------------------------------------------------------------------------<B
(S/NP)
-------------------------------------------------------------------------------------------------------------->
S