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• Checking domain
  ...minimal residue of A. The residue of A is its domain minus its complement domain. ...to X), the checking domain of X consists of UP, ZP, WP and H. The checking domain of H is UP, ZP and WP.
  942 bytes (134 words) - 13:52, 7 October 2007
• Binding domain
  In generative syntax, a '''binding domain''' is a domain in which an [[anaphor]] or [[pronoun]] must or must not be bound. [[local domain]]
  482 bytes (65 words) - 20:38, 14 March 2008
• Binding Domain
  #REDIRECT [[Binding domain]]
  28 bytes (3 words) - 20:38, 14 March 2008
• Complement domain
  ...notion in [[checking theory]]. The complement domain is the subset of a [[domain]] reflexively [[dominate]]d by a [[complement]]. In the example, YP is the complement domain of X (and H).
  656 bytes (84 words) - 20:16, 5 May 2008
• Cyclic domain
  In phonology and morphology, a '''cyclic domain''' is a term used for a morphologically complex string, consisting of a [[b ...''-ity'' (formally represented as ''[[opaque] ity]'') constitute a cyclic domain to which the cyclic stress rules and the cyclic rules of Trisyllabic Shorte
  1 KB (145 words) - 18:06, 22 May 2008
• Domain (Syntax)
  '''Domain''' is in [[checking theory]] the domain of a [[head]] A is the set of [[node]]s contained in [[Max(A)]] that are di ...P₂, X', X₁ and X₂ are not included in the domain of X, since each of these nodes contain X, and X is not distinct from X.
  1 KB (160 words) - 21:04, 12 February 2009
• Governing domain
  '''Governing domain''' is a [[domain]] in which all elements are [[govern]]ed by the same [[governor]]. [http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Governing+domain&lemmacode=731 Utrecht Lexicon of Linguistics]
  272 bytes (38 words) - 15:41, 15 February 2009
• Internal domain
  ...[[checking theory]]. The internal domain of A is the minimal [[complement domain]] of A. ...lement domain of X (and H) is YP and everything YP dominates. The internal domain of X (and H) is just YP.
  814 bytes (106 words) - 17:19, 15 February 2009
• Minimal domain
  ...ecking theory]]. The minimal domain of X is the smallest subset K of the [[domain]](X) S, such that for any element A of S, some element B of K reflexively d In (i), the minimal domain of X is {UP, ZP, WP, YP, H}. The minimal domain of H is {UP, ZP, WP, YP}.
  876 bytes (123 words) - 18:29, 17 February 2009
• Condition on Extraction Domain
  In linguistics, '''condition on extraction domain''' is a condition of [[bounding theory]] formulated in Huang (1982) which r [http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Condition+on+Extraction+Domain&lemmacode=910 Utrecht Lexicon of Linguistics]
  560 bytes (73 words) - 09:19, 11 February 2009

Page text matches

• Domain (Syntax)
  '''Domain''' is in [[checking theory]] the domain of a [[head]] A is the set of [[node]]s contained in [[Max(A)]] that are di ...P₂, X', X₁ and X₂ are not included in the domain of X, since each of these nodes contain X, and X is not distinct from X.
  1 KB (160 words) - 21:04, 12 February 2009
• Checking domain
  ...minimal residue of A. The residue of A is its domain minus its complement domain. ...to X), the checking domain of X consists of UP, ZP, WP and H. The checking domain of H is UP, ZP and WP.
  942 bytes (134 words) - 13:52, 7 October 2007
• Complement domain
  ...notion in [[checking theory]]. The complement domain is the subset of a [[domain]] reflexively [[dominate]]d by a [[complement]]. In the example, YP is the complement domain of X (and H).
  656 bytes (84 words) - 20:16, 5 May 2008
• Internal domain
  ...[[checking theory]]. The internal domain of A is the minimal [[complement domain]] of A. ...lement domain of X (and H) is YP and everything YP dominates. The internal domain of X (and H) is just YP.
  814 bytes (106 words) - 17:19, 15 February 2009
• Minimal domain
  ...ecking theory]]. The minimal domain of X is the smallest subset K of the [[domain]](X) S, such that for any element A of S, some element B of K reflexively d In (i), the minimal domain of X is {UP, ZP, WP, YP, H}. The minimal domain of H is {UP, ZP, WP, YP}.
  876 bytes (123 words) - 18:29, 17 February 2009
• Governing domain
  '''Governing domain''' is a [[domain]] in which all elements are [[govern]]ed by the same [[governor]]. [http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Governing+domain&lemmacode=731 Utrecht Lexicon of Linguistics]
  272 bytes (38 words) - 15:41, 15 February 2009
• Binding domain
  In generative syntax, a '''binding domain''' is a domain in which an [[anaphor]] or [[pronoun]] must or must not be bound. [[local domain]]
  482 bytes (65 words) - 20:38, 14 March 2008
• Focus (phonetics)
  ...a grey dog", whereby the pitch accent is placed on "dog". In (2) the focus domain is narrowed to "dog", as this is the only important word in the word group.
  1 KB (187 words) - 21:04, 13 February 2009
• Final lengthening
  ...of a certain domain. The amount of lengthening depends on the depth of the domain boundary: e.g. the amount of final lengthening is much greater for sentence * Cambier-Langeveld, T. 1997. ''The domain of final lengthening in the production of Dutch.,'' In: J. Coerts & H.
  704 bytes (100 words) - 20:57, 13 February 2009
• L-related
  ...ain]] of a head with an L-feature. Those L-related positions in a checking domain which are adjoined positions are called 'broadly L-related'; L-related spec
  753 bytes (105 words) - 17:35, 15 February 2009
• Cyclic domain
  In phonology and morphology, a '''cyclic domain''' is a term used for a morphologically complex string, consisting of a [[b ...''-ity'' (formally represented as ''[[opaque] ity]'') constitute a cyclic domain to which the cyclic stress rules and the cyclic rules of Trisyllabic Shorte
  1 KB (145 words) - 18:06, 22 May 2008
• Binding theory
  A An [[anaphor]] is [[bound]] in its [[binding domain]]. B A [[pronominal]] is [[free]] in its [[binding domain]].
  916 bytes (112 words) - 04:05, 19 March 2008
• Clitic Climbing
  ...ntax, '''clitic climbing''' is a movement of a [[clitic]] out of its local domain. ...iticized on the [[infinitive]]. In (ii) the [[clitic]] is moved out of the domain of the infinitive and cliticized on the matrix verb ''vuole''.
  1 KB (160 words) - 15:13, 28 April 2008
• Residue
  ...ry]], the '''residue''' of A is the [[domain]] of A minus its [[complement domain]].
  785 bytes (98 words) - 17:44, 28 September 2014
• Listeme
  ...s memorized and stored by speakers, and as such their study belongs to the domain of psychology and not linguistics.
  469 bytes (71 words) - 20:59, 16 February 2009
• Anaphor
  ...lement which must be [[A-bound]] by an [[antecedent]] within its [[binding domain]]. ...n person features with ''I'' in (b), and ''John'' is outside the [[binding domain]] in (c).
  1,006 bytes (149 words) - 18:35, 8 January 2011
• Complete Functional Complex
  ...enerative syntax, a '''complete functional complex''' (CFC) is the minimal domain (e.g. maximal [[projection]]) in which all [[grammatical function]]s compat
  516 bytes (73 words) - 10:51, 6 May 2008
• Picture noun
  ...he [[binding theory]]. The anomaly is that the noun may define a [[binding domain]].
  567 bytes (81 words) - 21:01, 19 February 2009
• C-command
  ...Thus, V'₁ in (iii) is the c-command domain of V. The c-command domain of an element must be a constituent, given that it consists of all the mate *Reinhart, T. 1976. The syntactic domain of anaphora. Diss, MIT.
  4 KB (577 words) - 17:28, 21 June 2014
• Condition on Extraction Domain
  In linguistics, '''condition on extraction domain''' is a condition of [[bounding theory]] formulated in Huang (1982) which r [http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Condition+on+Extraction+Domain&lemmacode=910 Utrecht Lexicon of Linguistics]
  560 bytes (73 words) - 09:19, 11 February 2009

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