minimal weighted path fn (MinimalWeightedPathFn)
This BinaryFunction assigns two
GraphNodes to the GraphPath with the smallest sum of weighted arcs
between the two GraphNodes.
Ontology
SUMO / GRAPH-THEORYClass(es)
Coordinate term(s)
addition fn
day fn
density fn
division fn
edition fn
exponentiation fn
graph path fn
hour fn
intersection fn
interval fn
kappa fn
list concatenate fn
list order fn
log fn
max fn
maximal weighted path fn
measure fn
mereological difference fn
mereological product fn
mereological sum fn
min fn
minute fn
month fn
multiplication fn
periodical issue fn
recurrent time interval fn
relative complement fn
relative time fn
remainder fn
second fn
series volume fn
speed fn
subtraction fn
temporal composition fn
time interval fn
union fn
where fn
Type restrictions
aalekha patha MinimalWeightedPathFn(granthi aalekha, granthi aalekha)
Axioms (4)
Agar "the lowest cost path between node1 and node2" is equal to path, to path is an instance of "the set of paths between node1 and node2".
(=>
(equal
(MinimalWeightedPathFn ?NODE1 ?NODE2)
?PATH)
(instance
?PATH
(GraphPathFn ?NODE1 ?NODE2)))
- agar "the lowest cost path between node1 and node2" is equal to path aur "the value of path" is equal to number,
- to sab-kuch path2 ke lie hai, ki: agar path2 is an instance of "the set of paths between node1 and node2" aur "the value of path2" is equal to number2, to number2 is greater than or equal to number1
.
(=>
(and
(equal
(MinimalWeightedPathFn ?NODE1 ?NODE2)
?PATH)
(equal
(PathWeightFn ?PATH)
?NUMBER))
(forall
(?PATH2)
(=>
(and
(instance
?PATH2
(GraphPathFn ?NODE1 ?NODE2))
(equal
(PathWeightFn ?PATH2)
?NUMBER2))
(greaterThanOrEqualTo ?NUMBER2 ?NUMBER1))))
(,minimal weighted path fn,) ke lie hai, ki.
(forma cn MinimalWeightedPathFn "%1 和 %2 間 &%最小路徑")
(,minimal weighted path fn,) ke lie hai, ki.
(forma cn MinimalWeightedPathFn "%1 he2 %2 jian4 &%zui4 xiao3 lu4 jing4")