Theory of binding Book

 
TOWARDS AN ALTERNATIVE
THEORY OF BINDING
Abhilasha Jain
and
B.N. Patnaik
Section V: a
(140) an anaphor must be bound in P such that it
does not violate (135) where P is not greater
than a Complete Proposition (CP*).
Complete Proposition is merely a different notation for tensed S. Since there is no single syntactic category corresponding to P or P we feel the need for introducing terminology that are not syntactic Hence, CP* The following pieces of data demonstrate the correctness of (140).
(141) ram apne se nafrat karta hai
i    i
ram self CM hatred do+PRES
(Ram hates himself.)
(142) ram ne apne ko shishe me dekha
i    i
ram CM self CM mirror CM see+PAST
(Ram saw himself in the mirror.)
(143) [ram aur sita] ne ek dusre ko kitabe di
                 i         i
ram and sita CM each other CM books give+PAST
(Ram and Sita gave books to each other.)
(144) [ram aur shyam] ne apni-apni kitabe pari
                 i         i
ram and sita CM each's-each's books read+PAST
(Ram and Sita read their respective books.)
(145) [ram aur shyam] me paraspar
                 i         i
ram and shyam CM (amongst) themselves
vartalap hua
conversation be+PAST
(Ram and Shyam had a conversation.)
(146) ram ne apni kitab pari
   i      i
ram CM self's book read+PAST
(Ram read his own book = Ram read his book.)
(147) ram se apna kam nahi hoga
   i      i
ram CM self's work NEG be+FUTURE
(Ram will not be able to do his work.)
(148) [ram aur sita] ko ek dusre ki kitabe acchi lagi
                 i        i
ram and sita CM each other CM books good feel+PAST
(Ram and Sita liked each other's books.)
(149) [ram aur shyam] ka ek dusre ke ghar jana
                     i        i
ram aur shyam CM each other CM home go+Nom
thik nahi
proper NEG
(It is not proper for Ram and Shyam to go to each other's house.)
In (141) -(145) P is the root S, which contains a mukhya distinct from the anaphor. As expected the anaphor is bound by the distinct mukhya in P. In (146) - (148) P is the possessive phrase. Since, P, here, does not contain a mukhya distinct from the anaphor, going by (`140), the anaphor has to be bound in the P' which is the root S. The anaphors in (146) - (148) are duly bound by the mukhya in P'. In (149), P is the embedded constituent, the ka-na construction. This contains a mukhya distinct from the anaphor and the anaphor is correctly bound by it.
It may be recalled the earliest discussion on svayam has remained incomplete. We return to it. We pointed (120) reproduced below: (120) the N.A-anaphor svayam relates to the NP it immediately precedes. (120) makes it clear that the binding domain of svayam can involve only the anaphor itself and the immediately following NP. The difference between the binding domain of svayam and the other anahors is clear. Whereas the domain of other anaphors is P or P' constructed with notions like predicate, mukhya etc., the only relevant notion for the binding domain of svayam is precedence.
This reinforces our conclusion that svayam should be treated as an anaphor of a distinctly different category. Both in the choice of its antecedent and in the specification of its binding domain it differs from the rest of the anaphors. There is no need to spell out a new binding domain for svayam. An elegant statement about svayam is still (120).
Whereas in (140), an anaphor which has ben assigned as antecedent has been characterized as a bound element, in (120), the concept that is used is "relate". We wish to suggest, thereby, that svayam is not a dependent element in the same sense as the other anaphors are, in other words their sementic features are notidentical, so svayam does not require reference in the way other anaphors do. However, it has to be related to an NP. This is reminiscent of the Hindi emphatic element hi (in the sense of "only"/ "alone") and tak (in the sense of "even"). Which also have to be related to an immediately preceding NP or CP, (the distinction is not relevant here), irrespective of the theta-role of that NP. Consider the following sentences:
 
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