They are generally based on finite-state techniques that only partially exploit syntactic information.
The resource-rich country will always emerge in finite time as the richest country.
The stationary theory, which predated the finite-horizon one, can be obtained as a limiting case of the above, with some care though.
Thus, w() is now a finite sequence, and thus a finite dimensional variable, which we still write as w when no confusion is possible.
Furthermore, it formulates a 'finite bisimulation principle' for proving the equivalence of -terms.
Moreover, for notational convenience, we limit ourselves to finite restrictions and finite sums.
In all cases we have a finite number of -classes.
Now, we can show that the hardening relation is image-finite.
Section 2 introduces the finite fragment of the calculus, its syntax and reduction semantics.
An alphabet is a finite and non-empty set of symbols.
However, the assignment of a semantic label (such as a case) from a finite set is a useful abstraction.
We consider how an automaton toolkit, containing a number of different types of finite automata, would be implemented with the two techniques.
However, the relation to finite-state techniques is only implied.
The bracketing is clearly rather odd in this, an artifact of the finite-state grammar.
The finite-state dependency parser, and the matcher based on dependency structures are an attempt to strike the right balance.
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