Adpositions

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(New page: To be explicitly represented by attributes, except when their semantic value may be inferred from the corresponding relation. the book is under the box = plc(book, box.@under) the book ...)
 
 
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To be explicitly represented by attributes, except when their semantic value may be inferred from the corresponding relation.
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'''Adpositions''' are connecting words used for a wide range of syntactic and semantic functions, most commonly modification and complementation.  
  
the book is under the box = plc(book, box.@under)
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== Natural Language ==
the book is in the box = plc(book, box.@in) or plc(book, box)
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== Preposition attributes ==
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Natural language adpositions are classified as '''prepositions''', when preceding a phrase; as '''postpositions''', when following a phrase; and as '''circumpositions''', when surrounding a phrase:
  
@aboard
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== UNL ==
@about
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Natural language adpositions are expected to be explicitly represented in UNL by [[Universal Relations]] or by Universal Relations and [[Universal Attributes]]:
@above
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*the book of John = pos(book,John) (preposition represented as a relation)
@according_to
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*the book about John = cnt(book,John) (preposition represented as a relation)
@across
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*He lives in Geneva = plc(live,Geneva) (preposition represented as a relation)
@after
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*He died in 1956 = tim(died,"1956") (preposition represented as a relation)
@against
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*He is going to Geneva = gol(go,Geneva) or plc(go,Geneva.@to) (preposition represented as a specific relation ("gol") or as a general relation ("plc") and an attribute)
@ahead_of
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*He has been working since Saturday = tmf(work,Saturday) or tim(work,Saturday.@from) (preposition represented as a specific relation ("tmf") or as a general relation ("tim") and an attribute)
@along
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*The book near the table = plc(book,table.@near) (preposition represented as a relation and an attribute)
@alongside
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*The book under the table = plc(book,table.@bottom.@contact) (preposition represented as a relation and attributes)
@amid
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*The book below the table = plc(book,table.@bottom.@near) (preposition represented as a relation and attributes)
@among
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@apart_from
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@around
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@as
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@as_far_as
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@as_of
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@as_per
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@as_regards
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@as_well_as
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@aside
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@aside_from
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@astride
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@at
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@athwart
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@atop
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@barring
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@because_of
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@before
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@behind
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@below
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@beneath
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@beside
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@besides
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@between
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@beyond
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@but
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@by
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@by_means_of
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@circa
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@close_to
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@concerning
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@despite
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@down
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@due_to
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@during
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@except
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@except_for
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@excluding
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@failing
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@far_from
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@following
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@for
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@from
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@given
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@in
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@in_accordance_with
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@in_addition_to
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@in_case_of
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@in_front_of
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@in_place_of
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@in_spite_of
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@including
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@inside
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@inside_of
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@instead_of
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@into
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@like
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@mid
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@minus
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@near
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@near_to
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@next
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@next_to
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@notwithstanding
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@of
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@off
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@on
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@on_account_of
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@on_behalf_of
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@on_top_of
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@onto
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@opposite
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@out
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@out_from
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@out_of
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@outside
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@outside_of
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@over
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@owing_to
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@pace
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@past
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@per
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@plus
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@plus
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@prior_to
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@pursuant_to
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@qua
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@regarding
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@regardless_of
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@round
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@save
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@since
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@subsequent_to
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@than
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@thanks_to
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@that_of
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@through
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@throughout
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@to
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@toward
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@towards
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@under
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@underneath
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@unlike
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@until
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@up
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@upon
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@versus
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@via
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@with
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@with_regard_to
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@with_respect_to
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@within
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@without
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@worth
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Latest revision as of 20:04, 12 November 2013

Adpositions are connecting words used for a wide range of syntactic and semantic functions, most commonly modification and complementation.

Natural Language

Natural language adpositions are classified as prepositions, when preceding a phrase; as postpositions, when following a phrase; and as circumpositions, when surrounding a phrase:

UNL

Natural language adpositions are expected to be explicitly represented in UNL by Universal Relations or by Universal Relations and Universal Attributes:

  • the book of John = pos(book,John) (preposition represented as a relation)
  • the book about John = cnt(book,John) (preposition represented as a relation)
  • He lives in Geneva = plc(live,Geneva) (preposition represented as a relation)
  • He died in 1956 = tim(died,"1956") (preposition represented as a relation)
  • He is going to Geneva = gol(go,Geneva) or plc(go,Geneva.@to) (preposition represented as a specific relation ("gol") or as a general relation ("plc") and an attribute)
  • He has been working since Saturday = tmf(work,Saturday) or tim(work,Saturday.@from) (preposition represented as a specific relation ("tmf") or as a general relation ("tim") and an attribute)
  • The book near the table = plc(book,table.@near) (preposition represented as a relation and an attribute)
  • The book under the table = plc(book,table.@bottom.@contact) (preposition represented as a relation and attributes)
  • The book below the table = plc(book,table.@bottom.@near) (preposition represented as a relation and attributes)
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