Abstract:Abstract.A general correction grammar for a language L is a program g that, for each (x, t) ∈ N 2 , issues a yes or no (where when t = 0, the answer is always no) which is g's t-th approximation in answering "x∈L?"; moreover, g's sequence of approximations for a given x is required to converge after finitely many mind-changes. The set of correction grammars can be transfinitely stratified based on O, Kleene's system of notation for constructive ordinals. For u ∈ O, a u-correction grammar's mind changes have to… Show more
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