Re: [isabelle] Silly problem with maps and



This is the counterexample that command "refute" gave me:

Size of types: 'b: 1, 'a: 2
l: a0
M: {(a0, Some b0), (a1, None)}

Tobias

John Ridgway schrieb:
> How do I prove the following?  M is a map, l is just a type, which is
> why I explicitly included the premise that there was an l not in the
> domain.
> !! l . [| \<exists> l . l \<notin> dom M; l \<in> dom M |] ==> l
> \<noteq> (SOME l. l \<in> dom M)
> 
> I expect that I'm going to feel silly when somebody solves this for me
> (or explains why it's false), but, oh well. :-)
> 
> Peace
> - John
> 
> 





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