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(* -*- isar -*-
Example proof document for Isabelle/Isar Proof General.
$Id$
The first line forces Isabelle/Isar Proof General, otherwise
you may get the theory mode of ordinary Isabelle Proof General
See the manual for other ways to select Isabelle/Isar PG.
*)
theory Example = Main:
text {* Proper proof text. *}
theorem and_comms: "A & B --> B & A"
proof
assume "A & B"
thus "B & A"
proof
assume B and A
thus ?thesis ..
qed
qed
text {* Proof script. *}
theorem "A & B --> B & A"
apply (rule impI)
apply (erule conjE)
apply (rule conjI)
apply assumption
apply assumption
done
end
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