The most common way is to divide each half of the bitext into an equal number of segments and to align the segments so that each pair of segments Si and Ti are translations of each other ( Gale & Church , 1991 ; Melamed , 1996a ) .
a geometric approach to mapping bitext correspondencequot
I D Melamed
Word co-occurrence can be defined in various ways . The most common way is to divide each half of the bitext into an equal number of segments and to align the segments so that each pair of segments Si and Ti are translations of each other ( Gale & Church , 1991 ; Melamed , 1996a ) . Then , two word tokens ( u , v ) are said to co-occur in the
The most common way is to divide each half of the bitext into an equal number of segments and to align the segments so that each pair of segments Si and Ti are translations of each other ( Gale & Church , 1991 ; @@CITATIONa ) .