stacking_wood-0
Synsets
Transition Paths By Task Scope Objects
graph TD;
Scenes
- Matched:
- Planned:
- Unmatched:
Full Definition
(define (problem stacking_wood-0)
(:domain omnigibson)
(:objects
log.n.01_1 log.n.01_2 log.n.01_3 log.n.01_4 log.n.01_5 log.n.01_6 - log.n.01
table.n.02_1 - table.n.02
floor.n.01_1 - floor.n.01
agent.n.01_1 - agent.n.01
)
(:init
(ontop log.n.01_1 floor.n.01_1)
(ontop log.n.01_2 floor.n.01_1)
(ontop log.n.01_3 floor.n.01_1)
(ontop log.n.01_4 floor.n.01_1)
(ontop log.n.01_5 floor.n.01_1)
(ontop log.n.01_6 floor.n.01_1)
(inroom table.n.02_1 garden)
(inroom floor.n.01_1 garden)
(ontop agent.n.01_1 floor.n.01_1)
)
(:goal
(and
(forall
(?log.n.01 - log.n.01)
(or
(ontop ?log.n.01 ?table.n.02_1)
(or
(ontop ?log.n.01 ?log.n.01_1)
(ontop ?log.n.01 ?log.n.01_2)
(ontop ?log.n.01 ?log.n.01_3)
(ontop ?log.n.01 ?log.n.01_4)
(ontop ?log.n.01 ?log.n.01_5)
(ontop ?log.n.01 ?log.n.01_6)
)
)
)
(forn
(2)
(?log.n.01 - log.n.01)
(ontop ?log.n.01 ?table.n.02_1)
)
(forn
(2)
(?log.n.01 - log.n.01)
(or
(ontop ?log.n.01 ?log.n.01_1)
(ontop ?log.n.01 ?log.n.01_2)
(ontop ?log.n.01 ?log.n.01_3)
(ontop ?log.n.01 ?log.n.01_4)
(ontop ?log.n.01 ?log.n.01_5)
(ontop ?log.n.01 ?log.n.01_6)
)
)
)
)
)
Debugging: All Possible Recipes Resulting in Future Synsets
graph TD;