Abstract
The application of deduction in various domains resulted in a variety of different techniques to guide the proof search. Many of these techniques incorporate additional knowledge to restrict or select possible proof steps. As a consequence, usually the underlying calculus has to be modified to keep track of this information during the proof search. In this paper we present a general framework for maintaining additional strategic knowledge within a proof. We introduce a formal notion of annotations attached to the constituents of formulas and illustrate how a generic method of inheriting these annotations can be instantiated for various purposes.
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