add enviroment variables for FORQ algorithm
* AUTHORS: added Jonah Romero
* bin/man/spot-x.x: Added the enviroment variables,
SPOT_EXCLUSIVE_WORD and SPOT_CONTAINMENT_CHECK
* doc/spot.bib: Added paper citation for FORQ inclusion algorithm
* spot/twa/twa.cc: Modified exclusive_word to also use FORQ
* spot/twaalgos/contains.cc: Modified contains to also use FORQ
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5 changed files with 123 additions and 6 deletions
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@ -50,6 +50,14 @@ time. Note that it restarts all the encoding each time.
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If this variable is set to any value, statistics about BDD garbage
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collection and resizing will be output on standard error.
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.TP
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\fSPOT_CONTAINMENT_CHECK\fR
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Specifies which inclusion algorithm spot should use. This can currently
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take on 1 of 2 values: 0 for the legacy implementation, and 1 for the
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forq implementation [6] (See bibliography below). Forq uses buchi
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automata in order to determine inclusion, and will default to the legacy
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version if these constraints are not satisfied.
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.TP
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\fBSPOT_DEFAULT_FORMAT\fR
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Set to a value of \fBdot\fR or \fBhoa\fR to override the default
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@ -95,6 +103,14 @@ The contents of this variable is added to any dot output, immediately
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before the first state is output. This makes it easy to override
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global attributes of the graph.
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.TP
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\fSPOT_EXCLUSIVE_WORD\fR
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Specifies which algorithm spot should use for exclusive_word. This can
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currently take on 1 of 2 values: 0 for the legacy implementation, and 1
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for the forq implementation [6] (See bibliography below). Forq assumes buchi
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automata in order to find an exclusive word, and will default to the legacy
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version if these constraints are not satisfied with the automata passed.
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.TP
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\fBSPOT_HOA_TOLERANT\fR
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If this variable is set, a few sanity checks performed by the HOA
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@ -317,6 +333,26 @@ Describes (among other things) the constructions used for translating
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formulas of the form GF(guarantee) or FG(safety), that can be
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disabled with \fB-x gf-guarantee=0\fR.
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.TP
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6.
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Doveri, Kyveli and Ganty, Pierre and Mazzocchi, Nicolas:
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FORQ-Based Language Inclusion Formal Testing.
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Proceedings of CAV'22. LNCS 13372.
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We propose a novel algorithm to decide the language inclusion between
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(nondeterministic) Büchi automata, a PSpace-complete problem. Our approach,
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like others before, leverage a notion of quasiorder to prune the search for a
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counterexample by discarding candidates which are subsumed by others for the
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quasiorder.Discarded candidates are guaranteed to not compromise the
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completeness of the algorithm. The novelty of our work lies in the quasiorder k
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used to discard candidates. We introduce FORQs (family of right quasiorders)
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that we obtain by adapting the notion of family of right congruences put forward
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by Maler and Staiger in 1993. We define a FORQ-based inclusion algorithm which
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we prove correct and instantiate it for a specific FORQ, called the structural
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FORQ, induced by the B\"uchi automaton to the right of the inclusion sign. The
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resulting implementation, called Forklift, scales up better than the
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state-of-the-art on a variety of benchmarks including benchmarks from program
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verification and theorem proving for word combinatorics.
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[SEE ALSO]
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.BR ltl2tgba (1)
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