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Typo Fixes (#6803)
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@ -22,7 +22,7 @@ A tactic for performing Ackermann reduction for bit-vector formulas
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### Long Description
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The Ackermann reduction replaces uninterpreted functions $f(t_1), f(t_2)$
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by fresh variables $f_1, f_2$ and addes axioms $t_1 \simeq t_2 \implies f_1 \simeq f_2$.
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by fresh variables $f_1, f_2$ and adds axioms $t_1 \simeq t_2 \implies f_1 \simeq f_2$.
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The reduction has the effect of eliminating uninterpreted functions. When the reduction
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produces a pure bit-vector benchmark, it allows Z3 to use a specialized SAT solver.
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@ -23,7 +23,7 @@ Revision History:
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/** \brief
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Information about how a formula is being converted into
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a formula without uninterpreted function symbols via ackermannization.
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a formula without uninterpreted function symbols via ackermannization.
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The intended use is that new terms are added via set_abstr.
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Once all terms are abstracted, call seal.
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