Algorithm Derivation By Transformations

Cover Algorithm Derivation By Transformations
Algorithm Derivation By Transformations
Micha Sharir
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Ee as accve.
S :- {}; := arc* {« in 3 - S st y /= kJ implies not ^TMU, i r t c » - Y not in ATTACK ere t> a further substitution into fc - Y nctin (ATTACKS ♦ ATTACKC ♦ ATTACKliC ♦ ATTACKCC) n^FRV/ATTON- It is useful to oreak a definition (such as that of ATT) RU ; t '^definitions, sc that they can be applied . Epar Ij.
allcvirc control over the degree cf expansion C »unfo Icing • if you will) ourinc substitution.


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