refreshing proofs
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@@ -827,7 +827,7 @@ Refinement need not be performed in any particular pattern.
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Depth-first is often a good choice due to its low overhead, though
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pruning in some problems strongly favors other expansion patterns.
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\begin{lemma}[Correctness of the GNA]
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\begin{lemma}[Correctness]
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The GNA terminates with $\GNP[\Sigma](\kdroot{Y},\kdroot{X}) =
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\{\GNP(\kdroot{Y},\kdroot{X})\}$.
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\end{lemma}
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@@ -839,8 +839,7 @@ pruning in some problems strongly favors other expansion patterns.
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that values introduced by $\prunes$ ultimately yeild the exact
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result. Otherwise, by induction and by the definition of composed
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summary results, all nodes must represent singleton summary sets
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containing values equivalent to what exhaustive recursion would have
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found.
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containing values equivalent to exhaustive recursion.
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\end{proof}
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\killspace
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% \subsection{Intrinsic Pruning}
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