Browsing Interface : Welcome guest : log in
Home |  Graph |  LogLearn |  Editor |  ]  KB:  Language: 
  Formal Language: 



KB Term:  Term intersection
English Word: 

Sigma KEE - PointInSpace
PointInSpace(point in space)

appearance as argument number 1
-------------------------


(subclass PointInSpace Region) Mid-level-ontology.kif 27901-27901 Point in space is a subclass of region
(documentation PointInSpace EnglishLanguage "PointInSpace is a Region.") Mid-level-ontology.kif 27902-27902 Point in space is a subclass of region
(relatedInternalConcept PointInSpace PlaneInSpace) Mid-level-ontology.kif 27904-27904 Point in space is internally related to plane in space

appearance as argument number 2
-------------------------


(termFormat EnglishLanguage PointInSpace "point in space") Mid-level-ontology.kif 27903-27903
(relatedInternalConcept LineInSpace PointInSpace) Mid-level-ontology.kif 27918-27918 Line in space is internally related to point in space
(range CenterOfPlanetFn PointInSpace) Mid-level-ontology.kif 28092-28092 The range of level plane is an instance of point in space

appearance as argument number 3
-------------------------


(domain endPointsOfLineInSpace 1 PointInSpace) Mid-level-ontology.kif 27957-27957 The number 1 argument of level plane is an instance of point in space
(domain endPointsOfLineInSpace 2 PointInSpace) Mid-level-ontology.kif 27958-27958 The number 2 argument of level plane is an instance of point in space
(domain LevelPlaneFn 1 PointInSpace) Mid-level-ontology.kif 28066-28066 The number 1 argument of level plane is an instance of point in space
(domain objectEnds 1 PointInSpace) Mid-level-ontology.kif 28121-28121 The number 1 argument of object ends is an instance of point in space
(domain objectEnds 2 PointInSpace) Mid-level-ontology.kif 28122-28122 The number 2 argument of object ends is an instance of point in space

antecedent
-------------------------


(=>
    (and
        (instance ?P PointInSpace)
        (attribute ?P ?G))
    (instance ?G GeometricPoint))
Mid-level-ontology.kif 27906-27910 If X is an instance of point in space and Y is an attribute of X, then Y is an instance of geometric point
(=>
    (and
        (instance ?L1 LineInSpace)
        (instance ?L2 LineInSpace)
        (instance ?P1 PointInSpace)
        (instance ?P2 PointInSpace)
        (not
            (equal ?P1 ?P2))
        (part ?P1 ?L1)
        (part ?P2 ?L1)
        (part ?P1 ?L2)
        (part ?P2 ?L2))
    (equal ?L1 ?L2))
Mid-level-ontology.kif 27931-27943 If All of the following hold: (1) X is an instance of line in space (2) Y is an instance of line in space (3) Z is an instance of point in space (4) W is an instance of point in space (5) equal Z and W (6) Z is a part of X (7) W is a part of X (8) Z is a part of Y (9) W is a part of Y, then equal X and Y
(=>
    (and
        (instance ?P1 PointInSpace)
        (instance ?P2 PointInSpace)
        (not
            (equal ?P1 ?P2))
        (instance ?L FiniteLineInSpace)
        (part ?P1 ?L)
        (part ?P2 ?L)
        (endPointsOfLineInSpace ?P1 ?P2 ?L)
        (length ?L
            (MeasureFn ?X ?U))
        (instance ?U UnitOfLength)
        (distance ?P1 ?P2
            (MeasureFn ?Y ?U)))
    (equal ?X ?Y))
Mid-level-ontology.kif 27962-27977 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) equal X and Y (4) Z is an instance of finite line in space (5) X is a part of Z (6) Y is a part of Z (7) X and Y are end points of Z (8) the length of Z is W V(s) (9) V is an instance of unit of length (10) the distance between X and Y is U V(s), then equal W and U
(=>
    (and
        (distanceOfParallelLinesInSpace ?L1 ?L2
            (MeasureFn ?D ?U))
        (instance ?U UnitOfLength)
        (parallelLinesInSpace ?L1 ?L2)
        (part ?P1 ?L1)
        (instance ?P1 PointInSpace)
        (part ?P2 ?L2)
        (instance ?P2 PointInSpace)
        (distance ?P1 ?P2
            (MeasureFn ?X ?U)))
    (lessThanOrEqualTo ?D ?X))
Mid-level-ontology.kif 28003-28015 If All of the following hold: (1) X Y(s) is the distance of the parallelLinesInSpace Z and W (2) Y is an instance of unit of length (3) Z and W are parallel (4) V is a part of Z (5) V is an instance of point in space (6) U is a part of W (7) U is an instance of point in space (8) the distance between V and U is T Y(s), then X is less than or equal to T
(=>
    (and
        (instance ?A AstronomicalBody)
        (approximateDiameter ?A
            (MeasureFn ?D ?U))
        (instance ?U UnitOfLength)
        (instance ?P PointInSpace)
        (part ?P ?A))
    (exists (?C)
        (and
            (equal ?C
                (CenterOfPlanetFn ?A))
            (distance ?C ?P
                (MeasureFn
                    (DivisionFn ?D 2.0) ?U)))))
Mid-level-ontology.kif 28094-28108 If X is an instance of astronomical body, the approximate diameter of X is Y Z(s), Z is an instance of unit of length, W is an instance of point in space, and W is a part of X, then there exists V such that equal V and the centre of AstronomicalBody X is and the distance between V and W is Y and 2.0 Z(s)
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A RockyMountains)
        (located ?B RockyMountains)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 RockyMountains)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 RockyMountains)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 3000))
Geography.kif 377-395 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Rocky Mountains (4) Y is located at Rocky Mountains (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Rocky Mountains (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Rocky Mountains (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 3000
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A RockyMountains)
        (located ?B RockyMountains)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 RockyMountains)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 RockyMountains)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 70)
        (greaterThan 300 ?X)))
Geography.kif 397-417 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Rocky Mountains (4) Y is located at Rocky Mountains (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Rocky Mountains (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Rocky Mountains (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 70 and 300 is greater than V
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A CaliforniaCoastRanges)
        (located ?B CaliforniaCoastRanges)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 CaliforniaCoastRanges)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 CaliforniaCoastRanges)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 400))
Geography.kif 443-461 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at California Coast Ranges (4) Y is located at California Coast Ranges (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at California Coast Ranges (4) Z is north of to X (5) W is an instance of point in space (6) W is located at California Coast Ranges (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 400
(=>
    (and
        (instance ?R GeographicArea)
        (tangentialProperPart ?R KlamathMountains)
        (tangentialProperPart ?R CaliforniaCoastRanges)
        (instance ?N PointInSpace)
        (located ?N ?R)
        (instance ?S PointInSpace)
        (located ?S ?R)
        (orientation ?N ?S North)
        (not
            (exists (?N1 ?S1)
                (and
                    (instance ?N1 PointInSpace)
                    (located ?N1 ?R)
                    (orientation ?N1 ?N North)
                    (instance ?S1 PointInSpace)
                    (located ?S1 ?R)
                    (orientation ?S1 ?S South))))
        (distance ?N ?S
            (MeasureFn ?X Mile)))
    (approximateValue ?X 80))
Geography.kif 562-583 If All of the following hold: (1) X is an instance of geographic area (2) X is a tangentialProperPart of Klamath Mountains (3) X is a tangentialProperPart of California Coast Ranges (4) Y is an instance of point in space (5) Y is located at X (6) Z is an instance of point in space (7) Z is located at X (8) Y is north of to Z (9) All of the following hold: (1) there don't exist W (2) V such that W is an instance of point in space (3) W is located at X (4) W is north of to Y (5) V is an instance of point in space (6) V is located at X (7) V is south of to Z (10) the distance between Y and Z is U mile(s), then the approximate value of U is 80
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A PeninsularRanges)
        (located ?B PeninsularRanges)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 PeninsularRanges)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 PeninsularRanges)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 930))
Geography.kif 1308-1326 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Peninsular Ranges (4) Y is located at Peninsular Ranges (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Peninsular Ranges (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Peninsular Ranges (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 930
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A SierraNevada)
        (located ?B SierraNevada)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 SierraNevada)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 SierraNevada)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 400))
Geography.kif 1338-1356 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Sierra Nevada (4) Y is located at Sierra Nevada (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Sierra Nevada (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Sierra Nevada (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 400
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A SierraNevada)
        (located ?B SierraNevada)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 SierraNevada)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 SierraNevada)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 50)
        (greaterThan 80 ?X)))
Geography.kif 1358-1378 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Sierra Nevada (4) Y is located at Sierra Nevada (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Sierra Nevada (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Sierra Nevada (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 50 and 80 is greater than V
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A AndesMountains)
        (located ?B AndesMountains)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 AndesMountains)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 AndesMountains)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 5500))
Geography.kif 1436-1454 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Andes Mountains (4) Y is located at Andes Mountains (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Andes Mountains (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Andes Mountains (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 5500
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A AndesMountains)
        (located ?B AndesMountains)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 AndesMountains)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 AndesMountains)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 120)
        (greaterThan 430 ?X)))
Geography.kif 1456-1476 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Andes Mountains (4) Y is located at Andes Mountains (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Andes Mountains (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Andes Mountains (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 120 and 430 is greater than V

consequent
-------------------------


(=>
    (and
        (instance ?R Rotating)
        (fulcrum ?R ?F)
        (lever ?R ?L)
        (rotationalAxis ?R ?X))
    (holdsDuring
        (WhenFn ?R)
        (exists (?P)
            (and
                (instance ?P PointInSpace)
                (part ?P ?X)
                (meetsSpatially ?P ?F)
                (meetsSpatially ?P ?L)))))
Mid-level-ontology.kif 1582-1594 If X is an instance of rotating, Y is the lever of X, lever X and Z, and W is the axis of X, then there exists V such that V is an instance of point in space, V is a part of W, V meets Y, and V meets Z holds during the time of existence of X
(=>
    (instance ?L LineInSpace)
    (exists (?P1 ?P2)
        (and
            (instance ?P1 PointInSpace)
            (instance ?P2 PointInSpace)
            (not
                (equal ?P1 ?P2))
            (part ?P1 ?L)
            (part ?P2 ?L))))
Mid-level-ontology.kif 27920-27929 If X is an instance of line in space, then All of the following hold: (1) there exist Y (2) Z such that Y is an instance of point in space (3) Z is an instance of point in space (4) equal Y (5) Z (6) Y is a part of X (7) Z is a part of X
(=>
    (and
        (instance ?S PlaneInSpace)
        (part ?L1 ?S)
        (instance ?L1 LineInSpace)
        (part ?L2 ?S)
        (instance ?L2 LineInSpace)
        (not
            (equal ?L1 ?L2))
        (not
            (parallelLinesInSpace ?L1 ?L2)))
    (exists (?P)
        (and
            (instance ?P PointInSpace)
            (part ?P ?L1)
            (part ?P ?L2))))
Mid-level-ontology.kif 28024-28039 If All of the following hold: (1) X is an instance of plane in space (2) Y is a part of X (3) Y is an instance of line in space (4) Z is a part of X (5) Z is an instance of line in space (6) equal Y and Z (7) Y and Z are parallel, then there exists W such that W is an instance of point in space, W is a part of Y, and W is a part of Z
(=>
    (and
        (instance ?S PlaneInSpace)
        (part ?L1 ?S)
        (instance ?L1 LineInSpace)
        (part ?L2 ?S)
        (instance ?L2 LineInSpace)
        (not
            (equal ?L1 ?L2))
        (parallelLinesInSpace ?L1 ?L2))
    (not
        (exists (?P)
            (and
                (instance ?P PointInSpace)
                (part ?P ?L1)
                (part ?P ?L2)))))
Mid-level-ontology.kif 28041-28056 If All of the following hold: (1) X is an instance of plane in space (2) Y is a part of X (3) Y is an instance of line in space (4) Z is a part of X (5) Z is an instance of line in space (6) equal Y and Z (7) Y and Z are parallel, then there doesn't exist W such that W is an instance of point in space, W is a part of Y, and W is a part of Z
(=>
    (planeAngleMeasure ?L ?P ?A)
    (exists (?D)
        (and
            (instance ?D PointInSpace)
            (part ?D ?L)
            (part ?D ?P))))
Mid-level-ontology.kif 28148-28154 If the angle between X and Y is Z, then there exists W such that W is an instance of point in space, W is a part of X, and W is a part of Y
(=>
    (and
        (instance ?A Region)
        (instance ?B Region)
        (contains ?B ?A)
        (orientation ?A ?B Inside)
        (tangentialProperPart ?A ?B))
    (exists (?X ?Y)
        (and
            (instance ?X PointInSpace)
            (superficialPart ?X ?B)
            (instance ?Y PointInSpace)
            (superficialPart ?Y ?A)
            (meetsSpatially ?X ?Y))))
Geography.kif 705-718 If X is an instance of region, Y is an instance of region, Y contains X, X is inside the to Y, and X is a tangentialProperPart of Y, then there exist Z, W such that Z is an instance of point in space, Z is a superficial part of Y, W is an instance of point in space, W is a superficial part of X, and Z meets W
(=>
    (and
        (instance ?A Region)
        (instance ?B Region)
        (contains ?B ?A)
        (orientation ?A ?B Inside)
        (nonTangentialProperPart ?A ?B))
    (exists (?X ?Y)
        (and
            (instance ?X PointInSpace)
            (superficialPart ?X ?B)
            (instance ?Y PointInSpace)
            (superficialPart ?Y ?A)
            (not
                (meetsSpatially ?X ?Y)))))
Geography.kif 732-746 If X is an instance of region, Y is an instance of region, Y contains X, X is inside the to Y, and X is a nonTangentialProperPart of Y, then there exist Z, W such that Z is an instance of point in space, Z is a superficial part of Y, W is an instance of point in space, W is a superficial part of X, and Z doesn't meet W


Show full definition with tree view
Show simplified definition (without tree view)
Show simplified definition (with tree view)



Sigma web home      Suggested Upper Merged Ontology (SUMO) web home
Sigma version 3.0.0-0a80e6c8 (2026-05-12) is open source software produced by Articulate Software and its partners