Halve the number of application of eventual_universal_visitor in
reduce_visitor::visit(binop). * src/ltlvisit/reduce.cc (eventual_universal_visitor::recurse_): Move this method... (recurse_eu): ... outside as a separate function. Likewise for the universal/eventual result struct. (reduce_visitor::visit(binop)): Call recurse_eu() once to replace two calls to is_eventual and is_universal, thus replacing two recursions by one.
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13
ChangeLog
13
ChangeLog
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@ -1,3 +1,16 @@
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2010-12-01 Alexandre Duret-Lutz <adl@gnu.org>
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Halve the number of application of eventual_universal_visitor in
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reduce_visitor::visit(binop).
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* src/ltlvisit/reduce.cc (eventual_universal_visitor::recurse_):
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Move this method...
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(recurse_eu): ... outside as a separate function. Likewise for
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the universal/eventual result struct.
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(reduce_visitor::visit(binop)): Call recurse_eu() once to replace
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two calls to is_eventual and is_universal, thus replacing two
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recursions by one.
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2010-12-01 Alexandre Duret-Lutz <adl@lrde.epita.fr>
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Move the eventual-universal functions where the belong.
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@ -38,9 +38,7 @@ namespace spot
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{
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namespace
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{
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class eventual_universal_visitor: public const_visitor
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{
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union
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typedef union
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{
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unsigned v;
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struct is_struct
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@ -48,8 +46,12 @@ namespace spot
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bool eventual:1;
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bool universal:1;
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} is;
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} ret_;
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} eu_info;
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static unsigned recurse_eu(const formula* f);
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class eventual_universal_visitor: public const_visitor
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{
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public:
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eventual_universal_visitor()
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@ -73,6 +75,12 @@ namespace spot
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return ret_.is.universal;
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}
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unsigned
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eu() const
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{
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return ret_.v;
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}
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void
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visit(const atomic_prop*)
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{
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@ -91,13 +99,13 @@ namespace spot
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const formula* f1 = uo->child();
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if (uo->op() == unop::F)
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{
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ret_.v = recurse_(f1);
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ret_.v = recurse_eu(f1);
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ret_.is.eventual = true;
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return;
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}
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if (uo->op() == unop::G)
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{
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ret_.v = recurse_(f1);
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ret_.v = recurse_eu(f1);
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ret_.is.universal = true;
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return;
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}
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@ -122,7 +130,7 @@ namespace spot
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// This means that we can use the following case to handle
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// all cases of (f U g), (f R g), (f W g), (f M g) for
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// universality and eventuality.
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ret_.v = recurse_(f1) & recurse_(f2);
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ret_.v = recurse_eu(f1) & recurse_eu(f2);
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// we are left with the case where U, R, W, or M are actually
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// used to represent F or G.
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@ -164,20 +172,22 @@ namespace spot
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{
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unsigned mos = mo->size();
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assert(mos != 0);
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ret_.v = recurse_(mo->nth(0));
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ret_.v = recurse_eu(mo->nth(0));
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for (unsigned i = 1; i < mos && ret_.v != 0; ++i)
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ret_.v &= recurse_(mo->nth(i));
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ret_.v &= recurse_eu(mo->nth(i));
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}
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private:
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unsigned
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recurse_(const formula* f)
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eu_info ret_;
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};
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static unsigned
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recurse_eu(const formula* f)
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{
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eventual_universal_visitor v;
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const_cast<formula*>(f)->accept(v);
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return v.ret_.v;
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return v.eu();
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}
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};
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/////////////////////////////////////////////////////////////////////////
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@ -257,15 +267,14 @@ namespace spot
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binop::type op = bo->op();
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formula* f2 = recurse(bo->second());
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bool f2_eventual = false;
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eu_info f2i = { recurse_eu(f2) };
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if (opt_ & Reduce_Eventuality_And_Universality)
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{
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f2_eventual = is_eventual(f2);
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/* If b is a pure eventuality formula then a U b = b.
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If b is a pure universality formula a R b = b. */
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if ((f2_eventual && (op == binop::U))
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|| (is_universal(f2) && (op == binop::R)))
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if ((f2i.is.eventual && (op == binop::U))
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|| (f2i.is.universal && (op == binop::R)))
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{
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result_ = f2;
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return;
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@ -273,16 +282,17 @@ namespace spot
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}
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formula* f1 = recurse(bo->first());
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eu_info f1i = { recurse_eu(f1) };
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if (opt_ & Reduce_Eventuality_And_Universality)
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{
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/* If a&b is a pure eventuality formula then a M b = a & b.
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If a is a pure universality formula a W b = a|b. */
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if (is_eventual(f1) && f2_eventual && (op == binop::M))
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if (f1i.is.eventual && f2i.is.eventual && (op == binop::M))
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{
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result_ = multop::instance(multop::And, f1, f2);
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return;
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}
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if (is_universal(f1) && (op == binop::W))
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if (f1i.is.universal && (op == binop::W))
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{
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result_ = multop::instance(multop::Or, f1, f2);
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return;
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