Read all the way through the assignment once before starting it. Once again I'll be asking for write ups, and basing a significant portion of the grade on the write up. This means that even if you don't get something working, you can get a lot of partial credit for describing the problem and how you attempted to handle it, and you best guess as to why it's not working. Conversely, you could have everything working properly, but if you don't describe the phenomena (with glossed examples) and how you handle them in your write up, you won't get full credit.
You might notice that these instructions are vaguer than in previous weeks. This is only partially because I expect you to have more of a sense to implement the details as the quarter goes along. It's more because I can't predict all of the details for this material. The upshot. Ask questions! Ask early and ask often :-).
Here is the new matrix.tdl for this lab. Please update your grammars. As always, reload your grammar after putting in the new matrix.tdl file and check for any changes in behavior.
This lab has four goals:
< h1, e2:SEMSORT:TENSE:ASPECT:MOOD,
{ h3:_cat_n_rel(x4:SEMSORT:BOOL:THIRD:PL),
h5:indef_q_rel(x4,h7,h6),
h8:_sleep_v_rel(e2,x4),
h1:question_m_rel(h9),
h9:proposition_m_rel(h10)},
{h6 qeq h3,
h10 qeq h8 }>
The main difference between this and the matrix declarative given last week is addition of the question_m_rel. The local top handle is now the label of the question_m_rel, which takes the proposition_m_rel's handle directly as its sole argument. The argument of the proposition_m_rel is still related via qeq to the label of the _sleep_v_rel.
< h1, e2:SEMSORT:TENSE:ASPECT:MOOD,
{ h3:_cat_n_rel(x4:SEMSORT:BOOL:THIRD:PL),
h5:indef_q_rel(x4,h7,h6),
h8:_know_v_rel(e2,x4,h9),
h11:_dog_n_rel(x12:SEMSORT:BOOL:THIRD:PL),
h13:indef_q_rel(x12,h15,h14),
h16:_sleep_v_rel(e17:SEMSORT:TENSE:ASPECT:MOOD,x12),
h9:question_m_rel(h10),
h10:proposition_m_rel(h18),
h1:proposition_m_rel(h19)},
{h6 qeq h3,
h14 qeq h11,
h18 qeq h16,
h19 qeq h8 }>
This one is just like the embedded declarative from last week, except there is a question_m_rel in addition to the proposition_m_rel for the embedded clause. Note that _know_v_rel takes the handle of the embedded question_m_rel as its argument directly (no qeq) and the embedded question_m_rel takes the embedded proposition_m_rel as its argument directly (again, no qeq). The next link in the chain (between the argument of the embedded proposition_m_rel and the _sleep_v_rel) does have a qeq.
Once you've got all of these, matrix interrogatives with embedded declaratives or interrogatives should follow!
< h1, e2:SEMSORT:TENSE:ASPECT:MOOD,
{ h1:command_m_rel(h5),
h6:_sleep_v_rel(e2,x8:second)},
{h5 qeq h6}>
Note that the MARG of the command_m_rel is qeq the handle of the verb, and the ARG1 of the verb is constrained to be second person. (This latter may or may not be appropriate to mimic in other languages.)
Your first step in this lab should be to cover the syntax of your clause types. Once that is working, worry about the semantics.
Everyone will need to implement a clause-embedding verb type (another subtype of verb-lex). This one should inherit from clausal-second-arg-trans-lex-item (defined in matrix.tdl) as well as verb-lex (defined in esperanto.tdl), and constrain the CAT value of its complement appropriately. If your clause-embedding verb from last week doesn't take interrogative complements, you'll need to add one. All clause-taking verbs should place appropriate constraints on the CONT.MSG of their complements.
In addition, you may need to implement one or more of the following:
Think before you code! There's too much variety across languages in this domain for me to sketch out all the relevant possibilities in this lab, so you'll need to plan out what you're going to try. I'm happy to answer questions as you do.
To give you some guidance, I describe below what I did for English while testing out the matrix for this lab.
There are two parts to the problem of getting the semantics right for clauses:
The matrix has done most of the work for (1), it's just a matter of hooking it in to your grammar in the right way. Hopefully, the English examples below will be useful in this regard.
If there is no syntactic difference between matrix (polar) interrogatives and matrix declaratives, you've lucked out. You just need to add a rule that builds question semantics instead of proposition semantics.
This rule will look just like your declarative-clause construction, except that you need to do a bit more work with the semantics, since the type interrogative-clause in matrix.tdl is somewhat underspecified compared to declarative-clause.
Once you have both non-branching constructions in, you should find that every sentence has double the parses. Verify that this is so.
If you language marks matrix interrogatives with inflection on the verb, you'll want to do the following:
Some languages mark (matrix) interrogative clauses with a question particle, either at the beginning or the end of a sentence. One way to handle this is like a complementizer, with one of the following two options:
You'll then need a non-branching interrogative clause construction that takes the CP as its daughter (similar to the construction described above). Since the type interrogative-clause inherits from basic-head-only, the mother will also be a CP. That means you'll need to change your root condition to allow these CPs (perhaps disallowing those that only turn up in embedded contexts).
inv-lex-rule := const-cat-change-only-ltol-rule &
[ INFLECTED +,
SYNSEM.LOCAL.CAT [ HEAD verb &
[ INV + ],
VAL [ COMPS < #subj . #comps >,
SUBJ < anti-synsem > ],
MC #mc,
HC-LIGHT #hcl,
POSTHEAD #posthead ],
DTR.SYNSEM.LOCAL.CAT [ HEAD verb,
VAL [ COMPS #comps,
SUBJ < #subj & synsem > ],
MC #mc
HC-LIGHT #hcl,
POSTHEAD #posthead ]].
If your embedded interrogatives look just like your matrix ones, you're in luck. You only need to make sure that those clauses can appears as the complement of appropriate verbs.
If your embedded interrogatives involve a question particle or complementizer, but your matrix interrogatives don't, you'll want to develop a complementizer analysis for the embedded ones. It probably makes more sense to follow the instructions for matrix interrogatives with question particles rather than the ones for embedded declaratives from last week, as the semantics is different.
Talk to me :-)
English expresses imperatives by leaving out the subject and requiring a special form of the verb. One way to handle this is to make a construction which inherits from basic-head-opt-subj-phrase, marks the clause as imperative (say with a new CAT feature), requires a particular FORM value on the verb, and constrains the index of the daughter's SUBJ to be second person. Then a second non-branching rule, inheriting from imperative-clause would take the mother of the first and produce a constituent with clausal semantics. We would also need an appropriate lexical to produce verbs in the right form. Furthermore, the other clausal constructions need to be made sensitive to the `imperative' feature so as to reject the phrases built by this head-opt-subj rule as daughters.
It might seem like a better idea to have just one rule which does the SUBJ cancellation and the clausal semantics. This is not possible with the current version of the matrix (basic-head-opt-subj-phrase inherits from a supertype which constrains it to be [MSG no-msg]). This might get revised :-).
If your language allows subject prodrop generally, and requires it on imperatives, you could handle this by having the head-opt-subj rule record its application with a CAT feature. The imperative clause rule would be sensitive to this feature (as well as the HEAD.FORM, if appropriate), but the other clausal constructions wouldn't be.
If your language marks imperatives with some sort of sentence-final or sentence initial particle, see the instructions above for doing the analogous thing with interrogatives.
If your language does something else, talk to me :)