By Laura Kovács, Andrei Voronkov (auth.), Natasha Sharygina, Helmut Veith (eds.)
This e-book constitutes the completely refereed complaints of the twenty fifth overseas convention on laptop Aided Verification, CAV 2013 held in St. Petersburg, Russia in July 2013. The fifty four normal and sixteen device papers awarded have been rigorously chosen from 209 submissions. The papers are equipped in topical sections on biology, concurrency, undefined, hybrid structures, interpolation, loops and termination, new domain names, chance and data, SAT and SMZ, safety, form research, synthesis, and time.
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Additional info for Computer Aided Verification: 25th International Conference, CAV 2013, Saint Petersburg, Russia, July 13-19, 2013. Proceedings
Example text
Let I be an inference system, for example the superposition inference system Sup. An inference process is called an I-process if each of its steps Si ⇒ Si+1 has one of the following two properties: 1. Si+1 = Si ∪ {C} and I contains an inference C1 . . Cn C such that {C1 , . . , Cn } ⊆ Si . 2. Si+1 = Si − {C} such that C is redundant in Si . In other words, every step of an I-derivation process either adds to the search space a conclusion of an I-inference or deletes from it a redundant clause.
Remaining time: 2999 next slice time: 7 dis+2_64_bs=off:cond=fast:drc=off:fsr=off:lcm=reverse:nwc=4:... Time limit reached! -----------------------------Termination reason: Time limit ... 5:nicw=on:sd=... Refutation not found, incomplete strategy -----------------------------Termination reason: Refutation not found, incomplete strategy ... -----------------------------% remaining time: 2991 next slice time: 18 dis+1011_24_cond=fast:drc=off:nwc=10:nicw=on:ptb=off:ssec=of... Refutation found. Thanks to Tanya!
Limited resource strategy is implemented only in VAMPIRE. Thus, VAMPIRE implements all three saturation algorithms. The theorem provers E [29] and Waldmeister [21] only implement the Discount algorithm. In VAMPIRE limited resource strategy gives the best results, closely followed by the First-Order Theorem Proving and VAMPIRE 21 clauses Otter and LRS Discount active generating inferences with the given clause; generating inferences with the given clause; simplifying inferences with new clauses simplifying inferences with new clauses; simplifying inferences with re-activated clauses passive simplifying inferences with new clauses new simplifying inferences with active and pas- simplifying inferences with active clauses sive clauses Fig.