Graph |
appearance as argument number 1 |
(documentation Graph ChineseLanguage "这是图的 Class,我们可以把图理解成一组由 GraphArc 联系 的 GraphNode。注:这个 Class 只包括连通图,即是两个 GraphNode 之间有一个 GraphPath 的图, 也要注意的是每一个 Graph 需要拥有起码两个 GraphArc 和三个 GraphNode。") | chinese_format.kif 2323-2325 | |
(documentation Graph EnglishLanguage "The Class of graphs, where a graph is understood to be a set of GraphNodes connected by GraphArcs. Note that this Class includes only connected graphs, i.e. graphs in which there is a GraphPath between any two GraphNodes. Note too that every Graph is required to contain at least two GraphArcs and three GraphNodes.") | Merge.kif 5625-5629 | |
(documentation Graph JapaneseLanguage "グラフの Clas は、グラフが GraphArcs によって接続 された GraphNode のセットであると理解される。注1:この Class には、接続されたグラフのみが含ま れる。 すなわち、グラフは、任意の2つの間にあるGraphPath内にある。注2:すべての Graph には 少なくとも2つの GraphArcs と 3つの GraphNodes が含まれている必要がある。") | japanese_format.kif 996-999 | |
(subclass Graph Proposition) | Merge.kif 5623-5623 | Graph ist eine teilkategorie von Proposition |
appearance as argument number 2 |
(subclass DirectedGraph Graph) | Merge.kif 5669-5669 | DirectedGraph ist eine teilkategorie von Graph |
(subclass MultiGraph Graph) | Merge.kif 5772-5772 | MultiGraph ist eine teilkategorie von Graph |
(subclass PseudoGraph Graph) | Merge.kif 5802-5802 | PseudoGraph ist eine teilkategorie von Graph |
(termFormat ChineseLanguage Graph "图") | chinese_format.kif 933-933 | |
(termFormat EnglishLanguage Graph "graph") | english_format.kif 1073-1073 | |
(termFormat FrenchLanguage Graph "graph") | french_format.kif 609-609 | |
(termFormat Hindi Graph "aalekha") | terms-hindi.txt 140-140 | |
(termFormat ItalianLanguage Graph "Grafo") | terms-it.txt 143-143 | |
(termFormat JapaneseLanguage Graph "グラフ") | japanese_format.kif 2294-2294 | |
(termFormat PortugueseLanguage Graph "Grafo") | portuguese_format.kif 561-561 | |
(termFormat cb Graph "agi") | terms-cb.txt 145-145 | |
(termFormat cz Graph "graph") | terms-cz.txt 177-177 | |
(termFormat ro Graph "graf") | relations-ro.kif 630-630 | |
(termFormat tg Graph "talaguhitan") | terms-tg.txt 144-144 |
appearance as argument number 3 |
(domain CutSetFn 1 Graph) | Merge.kif 6072-6072 | Die Zahl 1 Argument von CutSetFn ist ein fall von Graph %n{nicht} |
(domain MinimalCutSetFn 1 Graph) | Merge.kif 6080-6080 | Die Zahl 1 Argument von MinimalCutSetFn ist ein fall von Graph %n{nicht} |
(domain graphMeasure 1 Graph) | Merge.kif 6150-6150 | Die Zahl 1 Argument von graphMeasure ist ein fall von Graph %n{nicht} |
(domain graphPart 2 Graph) | Merge.kif 5890-5890 | Die Zahl 2 Argument von graphPart ist ein fall von Graph %n{nicht} |
(domain subGraph 1 Graph) | Merge.kif 5899-5899 | Die Zahl 1 Argument von subGraph ist ein fall von Graph %n{nicht} |
(domain subGraph 2 Graph) | Merge.kif 5900-5900 | Die Zahl 2 Argument von subGraph ist ein fall von Graph %n{nicht} |
antecedent |
(=> (and (instance ?GRAPH Graph) (instance ?NODE1 GraphNode) (instance ?NODE2 GraphNode) (graphPart ?NODE1 ?GRAPH) (graphPart ?NODE2 ?GRAPH) (not (equal ?NODE1 ?NODE2))) (exists (?ARC ?PATH) (or (links ?NODE1 ?NODE2 ?ARC) (and (subGraph ?PATH ?GRAPH) (instance ?PATH GraphPath) (or (and (equal (BeginNodeFn ?PATH) ?NODE1) (equal (EndNodeFn ?PATH) ?NODE2)) (and (equal (BeginNodeFn ?PATH) ?NODE2) (equal (EndNodeFn ?PATH) ?NODE1))))))) |
Merge.kif 5631-5651 |
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(=> (instance ?GRAPH Graph) (exists (?NODE1 ?NODE2 ?NODE3 ?ARC1 ?ARC2) (and (graphPart ?NODE1 ?GRAPH) (graphPart ?NODE2 ?GRAPH) (graphPart ?NODE3 ?GRAPH) (graphPart ?ARC1 ?GRAPH) (graphPart ?ARC2 ?GRAPH) (links ?NODE1 ?NODE2 ?ARC1) (links ?NODE2 ?NODE3 ?ARC2) (not (equal ?NODE1 ?NODE2)) (not (equal ?NODE2 ?NODE3)) (not (equal ?NODE1 ?NODE3)) (not (equal ?ARC1 ?ARC2))))) |
Merge.kif 5653-5667 |
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(=> (instance ?GRAPH Graph) (subclass (MinimalCutSetFn ?GRAPH) (CutSetFn ?GRAPH))) |
Merge.kif 6088-6090 |
consequent |
(=> (instance ?PART GraphElement) (exists (?GRAPH) (and (instance ?GRAPH Graph) (graphPart ?PART ?GRAPH)))) |
Merge.kif 5826-5831 |
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(=> (instance ?TS TransitSystem) (exists (?G) (and (instance ?G Graph) (abstractCounterpart ?G ?TS)))) |
Transportation.kif 2872-2877 |
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