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Fix typos.

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Bruce Mitchener 2018-01-30 20:36:12 +07:00
parent 54ba25175c
commit ae8027e594
23 changed files with 67 additions and 67 deletions
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RELEASE_NOTES
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@ -427,11 +427,11 @@ Version 3.0
- New Bitvector (QF_BV) solver. The new solver is only available when using the new SMT2 front-end.
- Major performace improvements.
- Major performance improvements.
- New preprocessing stack.
- Performance improvements for linear and nonlinear arithmetic. The improvements are only available when using the the SMT2 front-end.
- Performance improvements for linear and nonlinear arithmetic. The improvements are only available when using the SMT2 front-end.
- Added API for parsing SMT2 files.
@ -772,7 +772,7 @@ This release also introduces some new preprocessing features:
- More efficient destructive equality resolution DER=true.
- DISTRIBUTE_FORALL=true (distributes universal quatifiers over conjunctions, this transformation may affect pattern inference).
- DISTRIBUTE_FORALL=true (distributes universal quantifiers over conjunctions, this transformation may affect pattern inference).
- Rewriter that uses universally quantified equations PRE_DEMODULATOR=true (yes, the option name is not good, we will change it in a future release).
@ -842,7 +842,7 @@ This release introduces the following features:
It fixes the following bugs:
- Incorrect simplification of map over store in the extendted array theory. Reported by Catalin Hritcu.
- Incorrect simplification of map over store in the extended array theory. Reported by Catalin Hritcu.
- Incomplete handling of equality propagation with constant arrays. Reported by Catalin Hritcu.
@ -886,7 +886,7 @@ Version 2.0
proof object.
- Proof Objects.
The #Z3_check_assumptions retuns a proof object if
The #Z3_check_assumptions returns a proof object if
the configuration flag PROOF_MODE is set to 1 or 2.
- Partial support for non-linear arithmetic.
@ -899,4 +899,4 @@ Version 2.0
The theory of well-founded recursive data-types is supported
over the binary APIs. It supports ground satisfiability checking
for tuples, enumeration types (scalars),
lists and mututally recursive data-types.
lists and mutually recursive data-types.