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Note QF_BV in README
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paultristanwagner committed Jan 5, 2024
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# Tseitin's transformation
The Tseitin transformation is implemented for propositional logic.
It can be used to transform a formula into an equi-satisfiable formula in conjunctive normal form.
The logical operators '~', '&', '|', '->', '<->' as well as parentheses are supported.
The logical operators ``'~', '&', '|', '->', '<->'`` as well as parentheses are supported.

```c++
> tseitin ~(a & (a -> b) -> b)
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```
# SMT solver
An SMT solver is implemented for linear real arithmetic (QF_LRA), linear integer arithmetic (QF_LIA), equality logic (
QF_EQ) and equality logic with
uninterpreted functions (QF_EQUF).
An SMT solver is implemented for linear real arithmetic (QF_LRA), linear integer arithmetic (QF_LIA), equality logic (QF_EQ), equality logic with uninterpreted functions (QF_EQUF) and bit vector arithmetic (QF_BV).
## Examples
### QF_LRA
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