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Additional info for A Concise Introduction to Propositional Dynamic Logic
S. g to produce their own completeness proofs. In particular, Rohit Pankh, then at Boston University, had his own proof by November 1977. In early January 1978 the author, to his everlasting chagrin, discovered that one of his inductions did not get off the ground. In other woids. his proof contained a gap and therefore was no proof. The author's . lllg produced the first con'ect proof for dynamic logic belongs to Pankh. Later he and Dexter Kozen published a shorter proof, which is now regarded as the classic ref~rence for the completeness of PDL.
2 we touched on tense logic. For further discussion, see the survey paper by Burgess listed in the bibliography. The author's paper "On von Wright's tense-logic", also listed in the bibliography, was to ~ave b~en the ~rst publication of a completeness proof for the tenselogIC of dIscrete linear future time with operators for both 'next' and' at all times'. 2. gic. ere. mo~llogic: from a theoretical point of view, dym\l~llC logIC IS a genera~l~ation of modal logic. Consequently the tec~mques that mo~alloglclans have built up are almost immediately aVaIlable for studYlllg dYl1ronic logic.
In other woids. his proof contained a gap and therefore was no proof. The author's . lllg produced the first con'ect proof for dynamic logic belongs to Pankh. Later he and Dexter Kozen published a shorter proof, which is now regarded as the classic ref~rence for the completeness of PDL. The author's mended proof, essentially the proof given here, was presented in March 1978 at the Banach Center in Warsaw. The ~urvey alticle by David Harel,an informative if difficult paper, proVides an account of the intense period of work following the initial petiod described above.