Add solution section to README
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README.md
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README.md
@ -19,3 +19,34 @@ get all animals to the other side.
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* Wolves eat foxes.
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* Wolves eat foxes.
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* Foxes eat chickens.
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* Foxes eat chickens.
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* Chickens eat worms.
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* Chickens eat worms.
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## Solution
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The problem is solved using Answer Set Planning in
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[DLV](https://www.dlvsystem.it/dlvsite/dlv-download/) with the planning
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frontend. The planning frontend can be invoked with the `-FP` switch.
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The command to run the solver is
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```bash
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dlv -FP -n=1 -stats -planlength=7 -planminactions=1 -planmaxactions=1 crossing.plan crossing.bk
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```
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```
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STATE 0: boat_here, here(wolf1), here(wolf2), here(fox), here(chicken), here(worm)
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ACTIONS: crossTogether(chicken,fox)
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STATE 1: here(wolf1), here(wolf2), -here(fox), -here(chicken), here(worm), -boat_here
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ACTIONS: cross(fox)
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STATE 2: here(wolf1), here(wolf2), here(fox), -here(chicken), here(worm), boat_here
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ACTIONS: crossTogether(fox,worm)
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STATE 3: here(wolf1), here(wolf2), -here(fox), -here(chicken), -here(worm), -boat_here
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ACTIONS: cross(chicken)
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STATE 4: here(wolf1), here(wolf2), -here(fox), here(chicken), -here(worm), boat_here
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ACTIONS: crossTogether(wolf1,wolf2)
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STATE 5: -here(wolf1), -here(wolf2), -here(fox), here(chicken), -here(worm), -boat_here
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ACTIONS: cross(fox)
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STATE 6: -here(wolf1), -here(wolf2), here(fox), here(chicken), -here(worm), boat_here
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ACTIONS: crossTogether(chicken,fox)
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STATE 7: -here(wolf1), -here(wolf2), -here(fox), -here(chicken), -here(worm), -boat_here
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PLAN: crossTogether(chicken,fox); cross(fox); crossTogether(fox,worm); cross(chicken); crossTogether(wolf1,wolf2); cross(fox); crossTogether(chicken,fox)
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```
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