* doc/org/upgrade2.org: More text.
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1 changed files with 20 additions and 8 deletions
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@ -460,8 +460,9 @@ name:
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("myalgorithm() can only works with generalized Büchi acceptance");
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#+END_SRC
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- Some methods of the =tgba= class have been removed. If you
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wrote a subclass, you may simply remove the following methods:
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- Some methods of the =tgba= class have been removed, include some
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pure virtual methods. If you wrote a subclass, you may simply remove
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the following methods:
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- =compute_support_conditions()=,
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- =compute_support_variables()=,
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- =transition_annotation()=,
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@ -483,6 +484,12 @@ name:
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should be the same as what =!done()= would return, and can be used
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to avoid some costly calls to the =done()= virtual function.
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- Membership to acceptance sets is now represented using a bit set
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(instead of BDDs). An T\omega{}A =aut= uses =aut->num_sets()=
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acceptance sets numbered from =0= to =aut->num_sets()-1=. The bit
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sets are implemented as instances of =spot::acc_cond::mark_t=, so
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they are also called "acceptance marks".
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- The =twa::release_iter()= method allow iterators to be recycled.
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Each =twa= now contains a mutable field =iter_cache_= where
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=release_iter()= stores the last returned iterator. If this field
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@ -499,7 +506,7 @@ name:
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// ...
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if (iter_cache_)
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{
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my_iterator* it = down_cast<my_iterator*>(iter_cache_);
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my_iterator* it = static_cast<my_iterator*>(iter_cache_);
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iter_cache_ = nullptr;
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// Some method to change the member that need changing.
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// (Here we assume that arg2 is the same for all iterators
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@ -561,7 +568,7 @@ written more efficiently as:
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If the original code did $1$ virtual call to =first()=, $n+1$ virtual
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calls to =done()=, and $n$ virtual calls to =next()=, the new version
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do as many calls to =first()= and =done()= while avoiding all the
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does as many calls to =first()= and =done()= while avoiding all the
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calls to =done()=. Furthermore the call =release_iter()= makes it
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possible for the next call to =succ_iter()= to reuse the same
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iterator.
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@ -582,10 +589,10 @@ for (auto i: aut->succ(s))
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- There should now be very few cases where it is necessary to call
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methods of the BDD dictionary attached to a =twa=. Registering
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the atomic proposition used by a =twa= should now be done via the
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=register_ap()= or =copy_ap_of()= methods. Accessing all
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registered propositions is achievable with =ap()= or =ap_vars()=.
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All propositions registered by an automaton are automatically
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unregistered when the automaton is destroyed.
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=twa::register_ap()= or =twa::copy_ap_of()= methods. Accessing
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all registered propositions is achievable with =twa::ap()= or
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=twa::ap_vars()=. All propositions registered by an automaton are
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automatically unregistered when the automaton is destroyed.
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* Various renamings
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@ -633,6 +640,11 @@ for (auto i: aut->succ(s))
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| ~ta_succ_iterator::current_condition()~ | ~ta_succ_iterator::cond()~ | |
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| ~ta_succ_iterator::current_state()~ | ~ta_succ_iterator::dst()~ | |
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| ~tgba~ | ~twa~ | |
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| ~tgba::all_acceptance_conditions()~ | | use ~tgba::acc().is_accepting()~ instead |
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| ~tgba::neg_acceptance_conditions()~ | | deleted |
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| ~tgba::number_of_acceptance_conditions()~ | ~tgba::num_sets()~ | |
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| ~tgba::support_conditions()~ | | deleted |
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| ~tgba::support_variables()~ | | deleted |
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| ~tgba_explicit_formula~ | | deleted |
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| ~tgba_explicit_number~ | ~twa_graph~ | new implementation |
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| ~tgba_explicit_string~ | | deleted |
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