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updated release notes

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Signed-off-by: Nikolaj Bjorner <nbjorner@microsoft.com>
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Nikolaj Bjorner 2022-07-19 09:54:43 -07:00
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RELEASE_NOTES.md
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@ -1,6 +1,6 @@
RELEASE NOTES RELEASE NOTES
Version 4.9.next Version 4.next
================ ================
- Planned features - Planned features
- sat.euf - sat.euf
@ -10,6 +10,37 @@ Version 4.9.next
- native word level bit-vector solving. - native word level bit-vector solving.
- introduction of simple induction lemmas to handle a limited repertoire of induction proofs. - introduction of simple induction lemmas to handle a limited repertoire of induction proofs.
Version 4.10.0
==============
- Added API Z3_enable_concurrent_dec_ref to be set by interfaces that
use concurrent GC to manage reference counts. This feature is integrated
with the OCaml bindings and fixes a regression introduced when OCaml
transitioned to concurrent GC. Use of this feature for .Net and Java
bindings is not integrated for this release. They use external queues
that are unnecessarily complicated.
- Added pre-declared abstract datatype declarations to the context so
that Z3_eval_smtlib2_string works with List examples.
- Fixed Java linking for MacOS Arm64.
- Added missing callback handlers in tactics for user-propagator,
Thanks to Clemens Eisenhofer
- Tuning to Grobner arithmetic reasoning for smt.arith.solver=6
(currently the default in most cases). The check for consistency
modulo multiplication was updated in the following way:
- polynomial equalities are extracted from Simplex tableau rows using
a cone of influence algorithm. Rows where the basic variables were
unbounded were previously included. Following the legacy implementation
such rows are not included when building polynomial equations.
- equations are pre-solved if they are linear and can be split
into two groups one containing a single variable that has a
lower (upper) bound, the other with more than two variables
with upper (lower) bounds. This avoids losing bounds information
during completion.
- After (partial) completion, perform constant propagation for equalities
of the form x = 0
- After (partial) completion, perform factorization for factors of the
form x*y*p = 0 where x, are variables, p is linear.
Version 4.9.1 Version 4.9.1
============= =============
- Bugfix release to ensure npm package works - Bugfix release to ensure npm package works