SMV, Simbol Model Verification, is a famous Model checking way.
Professor. Ammann gave students an assignment which I have to grade next week.
The assignment was about SMV which I don't have enough knowledge.
I have heard SMV can represent finite automata.
It is very interesting that somebody made a tool that we can use freely.
There are several SMV checkers and NuSMV is one of them: Cadence SMV, VCEGAR.
For a backup, I refer professor's example here:
This seems complex, but it will be very powerful if we can have formal specification using these kind of Model Checking.-- SMV Specification for simple EW,NS intersection
-- Paul Ammann
MODULE main
VAR
EW : direction; NS : direction;
EWGreen : process ToGreen(EW, NS);
NSGreen : process ToGreen(NS, EW);
EWYellow : process ToYellow(EW);
NSYellow : process ToYellow(NS);
EWRed : process ToRed(EW);
NSRed : process ToRed(NS);
--ASSIGN
-- (EW, NS) check for P1
SPEC
AG((EW.light = red | NS.light = red))
SPEC
AG((NS.light = green ) -> AX (EW.light = red))
-- spec for test generation
--SPEC
-- AG((NS.light = green ) -> (AG !(NS.light = red)))
MODULE direction
VAR
light : {red, yellow, green};
ASSIGN
init(light) := red;
MODULE ToGreen(dir1, cdir1)
ASSIGN
next(dir1.light) :=
case
(dir1.light = red) & (cdir1.light = red) : green;
1 : dir1.light;
esac;
MODULE ToYellow(dir1)
ASSIGN
next(dir1.light) :=
case
(dir1.light = green) : yellow;
1 : dir1.light;
esac;
MODULE ToRed(dir1)
ASSIGN
next(dir1.light) :=
case
(dir1.light = yellow) : red;
1 : dir1.light;
esac;
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