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reference:rule_method [2011/06/13 22:01] 178.26.109.100 created |
reference:rule_method [2011/06/22 11:59] 131.246.161.187 |
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Then, ''rule'' does the following: | Then, ''rule'' does the following: | ||
- | * [[unification|Unify]] $C$ and $Q$. The application fails if there is no unifiert; otherwise, let $U$ be this unifier. | + | * [[unification|Unify]] $C$ and $Q$. The application fails if there is no unifier; otherwise, let $U$ be this unifier. |
* Remove the old subgoal and create one new subgoal \\ \\ $\quad\bigwedge x_1 \dots x_k : [|\ U(A_1); \dots ; U(A_m)\ |] \Longrightarrow U(P_k)$ \\ \\ for each $k = 1, \dots, n$. | * Remove the old subgoal and create one new subgoal \\ \\ $\quad\bigwedge x_1 \dots x_k : [|\ U(A_1); \dots ; U(A_m)\ |] \Longrightarrow U(P_k)$ \\ \\ for each $k = 1, \dots, n$. | ||
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With ''rule_tac'', you can force [[schematic variable|schematic variables]] in the used rule to take specific values. The extended syntax is: | With ''rule_tac'', you can force [[schematic variable|schematic variables]] in the used rule to take specific values. The extended syntax is: | ||
apply (rule_tac ident1="expr1" and ident2="expr1" and ... in rule) | apply (rule_tac ident1="expr1" and ident2="expr1" and ... in rule) | ||
- | This means that the variables ''?ident1'' is replaced by expression ''expr1'' and similarly for the others. Note that you have to leave out the question mark marking schematic variables. Find out which variables a rule uses with ''thm rule''. | + | This means that the variable ''?ident1'' is replaced by expression ''expr1'' and similarly for the others. Note that you have to leave out the question mark marking schematic variables. Find out which variables a rule uses with ''thm rule''. |
==== Relatives ==== | ==== Relatives ==== |