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Fix some typos. (#7075)

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Bruce Mitchener 2023-12-29 10:20:06 -05:00 • committed by GitHub
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src/ast/euf/euf_bv_plugin.cpp
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@ -69,7 +69,7 @@ The formal properties of saturation have to be established.
- Saturation does not complete with respect to associativity.
Instead the claim is along the lines that the resulting E-graph can be used as a canonizer.
If given a set of equations E that are saturated, and terms t1, t2 that are
both simplified with respect to left-associativity of concatentation, and t1, t2 belong to the E-graph,
both simplified with respect to left-associativity of concatenation, and t1, t2 belong to the E-graph,
then t1 = t2 iff t1 ~ t2 in the E-graph.
TODO: Is saturation for (7) overkill for the purpose of canonization?