... 4.3 Off-line Equations In this section we derive equations for function Po~t,r introduced in §4.2 and deal with all re- maining cases of equations that cause infinite recursion. In some ... combining (12) and (29) gives (using the above assumptions on fl and f2): Lt,t' = LRt,t' + (~(t = t'). Also, if a ~ e and dft(N), combining (14) and (30) gives (again, using ... items in order to con- struct new items spanning a larger portion of the input string. Assume there are instances of auxiliary trees t and t' in G, where the yield of t', apart from...