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Titlebook: Mechanizing Mathematical Reasoning; Essays in Honor of J Dieter Hutter,Werner Stephan Book 2005 Springer-Verlag Berlin Heidelberg 2005 AI l

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From MKRP to Ω,veloped since then, the mathematical assistant Ω.. In this contribution I try to summarise some of the discussions and decisions that led to this shift in focus and to the development of the Ω. system, and I attempt in retrospect to give a tentative evaluation of some of the decisions.
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Dieter Hutter,Werner StephanIncludes supplementary material:
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A Portrait of a Scientist: Logic, AI and Politicsc computer called “Rechenvorrichtung” in Berlin, Jörg was born into the rural capital of the smallest Fürstentum of Germany, called Schaumburg-Lippe, a name even well educated Germans have probably never heard of. Jörg grew up as the oldest son of a family whose male providers had been joiners and c
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Some Reflections on Proof Transformations the essential features of many intertranslatable proofs of the theorem. While reasonable candidates for quintessential proofs for normal proofs have been developed, more work is needed with regard to non-normal proofs. Work on proof transformations seems likely to lead to important progress in unde
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,ewrite and ,ecision Procedure ,aboratory: Combining Rewriting, Satisfiability Checking, and Lemma ion to this problem is to combine the expressiveness of general purpose reasoners (such as theorem provers) with the efficiency of specialized ones (such as decision procedures). This is witnessed by the fact that many theorem provers developed for verification purposes (such as Acl2 [11], PVS [17],
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SAT-Based Decision Procedures for Automated Reasoning: A Unifying Perspectiveely decided using state-of-the-art solvers. Alternatively, if reduction to SAT is not feasible, the ideas and technology of state-of-the-art SAT solvers can be useful in deciding the propositional component of the reasoning task being considered. This last approach has been used in different context
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Temporal Dynamics of Support and Attack Networks: From Argumentation to Zoology in Figure 5 below. We have nodes ..,...,.. connected by arrows to a node .. The nodes have some values attached to them and these values are transmitted by the arrows, and revise the value at .. This series of papers studies the temporal dynamics of such networks. The topic, in this generality, has
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