Practical Grammar 7: Difference between revisions
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* ↓2 refers to "the f-structure of daughter 2" | * ↓2 refers to "the f-structure of daughter 2" | ||
So, in the tree licensed by the rule above ↑ is the VP's f-structure. Let us call that f<sub>VP</sub>. And ↓2 refers to the | So, in the tree licensed by the rule above ↑ is the VP's f-structure. Let us call that f<sub>VP</sub>. And ↓2 refers to the DP's f-structure. Let us correspondingly call that f<sub>DP</sub>. With that, the formula (↑ OBJ) =↓2 becomes | ||
(f<sub>VP</sub> OBJ) = f<sub> | (f<sub>VP</sub> OBJ) = f<sub>DP</sub> | ||
Given the following: | Given the following: | ||
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(f<sub>VP</sub> OBJ) = the value of the attribute OBJ in the f-structure of the VP | (f<sub>VP</sub> OBJ) = the value of the attribute OBJ in the f-structure of the VP | ||
(f<sub>VP</sub> OBJ) = f<sub> | (f<sub>VP</sub> OBJ) = f<sub>DP</sub> means: | ||
The value of the attribute OBJ in the f-structure of the VP (= f<sub>VP</sub>) is the f-structure of the | The value of the attribute OBJ in the f-structure of the VP (= f<sub>VP</sub>) is the f-structure of the DP (= f<sub>DP</sub>). | ||
This translates into the following graphical representation: | This translates into the following graphical representation: | ||
[<sub>f<sub>VP</sub></sub>OBJ [<sub>f<sub> | [<sub>f<sub>VP</sub></sub>OBJ [<sub>f<sub>DP</sub> </sub>]] | ||
In other words, all the functional information associated with the PP daughter describes the OBJ of the VP. | In other words, all the functional information associated with the PP daughter describes the OBJ of the VP. | ||
Let us now return to | Let us now return to the rule | ||
VP → V PP | |||
↑=↓ (↑ (↓ PCASE)) = ↓ | |||
== Argument-marking prepositions == | == Argument-marking prepositions == |
Revision as of 17:16, 28 November 2020
Prepositional Phrases: explaining the complex annotation
The textbook contains a c-structure rule for VP like the following:
1. VP → V PP ↑=↓ (↑ (↓ PCASE)) = ↓
which translates into the following xlfg rule:
1. VP → V PP 2. { 3. ↑=↓1; 4. (↑ (↓2 PCASE)) = ↓2; 5. }
Explaining the meaning of (↑ (↓ PCASE)) = ↓
The annotation on the PP looks a lot scarier than it actually is! Let us look at its structure piece by piece. To do this, we will begin by looking at the annotations in the following rule one more time:
1. VP → V DP 2. { 3. ↑=↓1; 4. (↑ OBJ) =↓2; 5. }
Remember that by definition
- ↑ is "the mother's f-structure" and
- ↓2 refers to "the f-structure of daughter 2"
So, in the tree licensed by the rule above ↑ is the VP's f-structure. Let us call that fVP. And ↓2 refers to the DP's f-structure. Let us correspondingly call that fDP. With that, the formula (↑ OBJ) =↓2 becomes
(fVP OBJ) = fDP
Given the following:
(fVP OBJ) = the value of the attribute OBJ in the f-structure of the VP
(fVP OBJ) = fDP means:
The value of the attribute OBJ in the f-structure of the VP (= fVP) is the f-structure of the DP (= fDP).
This translates into the following graphical representation:
[fVPOBJ [fDP ]]
In other words, all the functional information associated with the PP daughter describes the OBJ of the VP.
Let us now return to the rule
VP → V PP ↑=↓ (↑ (↓ PCASE)) = ↓