If [ilmath]\Gamma\models A[/ilmath] then the formula set [ilmath]\Gamma\cup\{\neg A\} [/ilmath] is not satisfiable
From Maths
Revision as of 11:25, 11 September 2016 by Alec (Talk | contribs) (Created page with "{{DISPLAYTITLE:If {{M|\Gamma\models A}} then the formula set {{M|\Gamma\cup\{\neg A\} }} is not satisfiable}} {{Stub page|grade=C|msg=At least flesh out the statement}} __TOC_...")
Stub grade: C
This page is a stub
This page is a stub, so it contains little or minimal information and is on a to-do list for being expanded.The message provided is:
At least flesh out the statement
Contents
Statement
(As in title)[1]
Proof
Grade: C
This page requires one or more proofs to be filled in, it is on a to-do list for being expanded with them.
Please note that this does not mean the content is unreliable. Unless there are any caveats mentioned below the statement comes from a reliable source. As always, Warnings and limitations will be clearly shown and possibly highlighted if very important (see template:Caution et al).
The message provided is:
The message provided is:
Could use a proof to be honest..., see page 31 of[1]
References