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valf= function[1]
valx= variable
valy= variable
valP= formulaVariable
valQ= predicate[1]
valthm6=Theorem(() |- ()) {
vals1= have (P|- (f(x) === f(y)) ) by Sorry
assume(Q(f(x)))
thenHave( Q(f(y)) ) by Substitution.ApplyRules(s1)
yields
8 Cut ( ∧(Q(f(x))), Q(f(x)), P ) ⊢ ∨(Q(f(y)))
[info] lib.thenHave(bot) by BasicStepTactic.Weakening
[info] Proof tactic Weakening used in.(Substitution.scala:402) did not succeed:
[info] Conclusion cannot be trivially derived from premise.
The text was updated successfully, but these errors were encountered:
yields
The text was updated successfully, but these errors were encountered: