| Pym, D. and L. Wallen, Proof-search in the -calculus, in \Logical Frameworks", Huet, G. and G. Plotkin, editors, Cambridge University Press, 1991, 309-340. |
....all is not lost. A simple reordering, or permutation, of the reductions of the quanti ers yields the following search tree: 10 p(a; b) p(a; b) 9R p(a; b) 9u:p(u; b) 8L 8y:p(a; y) 9u:p(u; b) 8R 8y:p(a; y) 8v:9u:p(u; v) 9L 9x:8y:p(x; y) 8v:9u:p(u; v) 2) As shown in [35,28], the existence of the latter search can be calculated from the former via the technology of reduction orderings. Such an ordering, which compares the structure of formul and substitutions with the structure of the search tree, induces an equality on searches which should be respected in the ....
Pym, D. and L. Wallen, Proof-search in the -calculus, in \Logical Frameworks", Huet, G. and G. Plotkin, editors, Cambridge University Press, 1991, 309-340.
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