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Revision sequences are a kind of transfinite sequences which were introduced by Herzberger and Gupta in 1982 (independently) as the main mathematical tool for developing their respective revision theories of truth. We generalise revision sequences to the notion of cofinally invariant sequences, showing that several known facts about Herzberger’s and Gupta’s theories also hold for this more abstract...
Revision sequences were introduced in 1982 by Herzberger and Gupta (independently) as a mathematical tool in formalising their respective theories of truth. Since then, revision has developed in a method of analysis of theoretical concepts with several applications in other areas of logic and philosophy. Revision sequences are usually formalised as ordinal-length sequences of objects of some sort...
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