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Formally representing constituency based structures, using brackets to denote constituents, is straight-forward - until discontinuities are thrown in the mix.

Consider this example, adapted from this Wikipedia article:

Sarah tutors John

Which could, for the sake of argument, be bracketed as follows:

{ {Sarah} {tutors {John } } }

By means of WH-fronting, we could easily turn this sentence into:

Who has Sarah been tutoring?

Visually representing this is quite easy - you simply cross some lines on a piece of paper (example, again, pilfered from Wikipeda):

enter image description here

How would you go about representing it via a bracketing system, though?

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  • Why not represent 'movement' as actual movement? MIles Shang's Syntree does this to some extent: try entering [? [text [S [np [Who_A]] [aux.inv [aux [has_B]] [vp [np.su Sarah][vp.prf [auxHAVE.3s _<B>][vp.prg [auxBE.pa.ppl been][vp [v.pr.ppl tutoring][np.do _<A>]]]]]]]] [punc ?]]. Commented Apr 4, 2017 at 1:33
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    There is no movement to speak of in my case. I'm coming from a computational perspective - generating training data for sentence parsers. I need to formally represent discontinuous surface structures.
    – player.mdl
    Commented Apr 5, 2017 at 10:57
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    Bracketing presupposes that there is no discontinuity. To accommodate discontinuity you need some sort of anaphoric device which correlates an existing remote constituent and a local 'empty' constituent. After that it's just a matter of telling your parser how to represent that, whether as line crossing or movement arrows or some other convention. Commented Apr 5, 2017 at 11:56
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    Thought as much :) Are you aware of any literature that explicitly discusses this limitation? Would love to read up more. Also please add your comments as answer. I'd like to accept it.
    – player.mdl
    Commented Apr 5, 2017 at 12:48
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    I'm strictly an amateur in this, winging it for my own purposes, so most of the literature I've encountered is too technically formalized for me to judge its validity; and the notations and formalizations are tied to specific theories/approaches I'm usually unfamiliar with. (Your notation, for instance, where a word acts as its own parent, is very odd to me!) Consequently I'm not comfortable putting up an Answer, as if I actually knew what I was talking about. Commented Apr 5, 2017 at 13:03

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