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| UnitOfArea(unit of area) |
| appearance as argument number 1 |
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| (subclass UnitOfArea CompositeUnitOfMeasure) | Merge.kif 6391-6391 | Unit of area is a subclass of composite unit of measure |
| (documentation UnitOfArea EnglishLanguage "Every instance of this Class is a UnitOfMeasure that can be used with MeasureFn to form instances of AreaMeasure.") | Merge.kif 6393-6395 | Unit of area is a subclass of composite unit of measure |
| appearance as argument number 2 |
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| appearance as argument number 3 |
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| (domain populationDensity 3 UnitOfArea) | Mid-level-ontology.kif 34154-34154 | The number 3 argument of population density is an instance of unit of area |
| antecedent |
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| (=> (and (equal (MeasureFn ?NUMBER ?UNIT) ?QUANT) (instance ?UNIT UnitOfArea)) (instance ?QUANT AreaMeasure)) |
Merge.kif 6489-6493 | If equal X Y(s) and Z and Y is an instance of unit of area, then Z is an instance of area measure |
| (=> (and (instance ?UNIT UnitOfArea) (landAreaOnly ?AREA (MeasureFn ?LAND ?UNIT)) (waterAreaOnly ?AREA (MeasureFn ?WATER ?UNIT))) (totalArea ?AREA (MeasureFn (AdditionFn ?LAND ?WATER) ?UNIT))) |
Geography.kif 2031-2036 | If X is an instance of unit of area, Y X(s) is a land area only of Z, and W X(s) is a water area only of Z, then (Y and W) X(s) is a total area of Z |
| (=> (and (comparativeArea ?REGION1 ?RELATION ?FACTOR ?REGION2) (instance ?UNIT UnitOfArea) (measure ?REGION1 (MeasureFn ?NUM1 ?UNIT)) (measure ?REGION2 (MeasureFn ?NUM2 ?UNIT))) (?RELATION (MeasureFn ?NUM1 ?UNIT) (MeasureFn (MultiplicationFn ?FACTOR ?NUM2) ?UNIT))) |
Geography.kif 2131-2141 | If X comparative area Y for Z with W, V is an instance of unit of area, the measure of X is U V(s), and the measure of W is T V(s), then Y U V(s) and Z and T V(s) |
| (=> (and (arableLandArea ?REGION (MeasureFn ?FRACTION ?UNIT)) (greaterThanOrEqualTo ?FRACTION 0.0) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea)) (exists (?ARABLE) (and (instance ?ARABLE ArableLand) (geographicSubregion ?ARABLE ?REGION) (measure ?ARABLE (MeasureFn (MultiplicationFn ?FRACTION ?TOTAL) ?UNIT))))) |
Geography.kif 3547-3561 | If X Y(s) is an arable land area of Z, X is greater than or equal to 0.0, W Y(s) is a total area of Z, and Y is an instance of unit of area, then there exists V such that V is an instance of arable land and V is a geographic subregion of Z and the measure of V is X and W Y(s) |
| (=> (and (permanentCropLandArea ?REGION (MeasureFn ?FRACTION ?UNIT)) (greaterThanOrEqualTo ?FRACTION 0.0) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea) (equal ?AMOUNT (MultiplicationFn ?FRACTION ?TOTAL))) (permanentCropLandArea ?REGION (MeasureFn ?AMOUNT ?UNIT))) |
Geography.kif 3580-3591 | If X Y(s) is a permanent crop land area of Z, X is greater than or equal to 0.0, W Y(s) is a total area of Z, Y is an instance of unit of area, and equal V, X, and W, then V Y(s) is a permanent crop land area of Z |
| (=> (and (permanentCropLandArea ?REGION (MeasureFn ?FRACTION ?UNIT)) (greaterThanOrEqualTo ?FRACTION 0.0) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea)) (exists (?PERMCROP) (and (instance ?PERMCROP PermanentCropLand) (geographicSubregion ?PERMCROP ?REGION) (measure ?PERMCROP (MeasureFn (MultiplicationFn ?FRACTION ?TOTAL) ?UNIT))))) |
Geography.kif 3593-3607 | If X Y(s) is a permanent crop land area of Z, X is greater than or equal to 0.0, W Y(s) is a total area of Z, and Y is an instance of unit of area, then there exists V such that V is an instance of permanent crop land and V is a geographic subregion of Z and the measure of V is X and W Y(s) |
| (=> (and (otherLandUseArea ?REGION (MeasureFn ?FRACTION ?UNIT)) (greaterThanOrEqualTo ?FRACTION 0.0) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea) (equal ?AMOUNT (MultiplicationFn ?FRACTION ?TOTAL))) (otherLandUseArea ?REGION (MeasureFn ?AMOUNT ?UNIT))) |
Geography.kif 3620-3631 | If X Y(s) is an other land use area of Z, X is greater than or equal to 0.0, W Y(s) is a total area of Z, Y is an instance of unit of area, and equal V, X, and W, then V Y(s) is an other land use area of Z |
| (=> (and (otherLandUseArea ?REGION (MeasureFn ?FRACTION ?UNIT)) (greaterThanOrEqualTo ?FRACTION 0.0) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea)) (exists (?OTHER) (and (instance ?OTHER LandArea) (not (instance ?OTHER ArableLand)) (not (instance ?OTHER PermanentCropLand)) (geographicSubregion ?OTHER ?REGION) (measure ?OTHER (MeasureFn (MultiplicationFn ?FRACTION ?TOTAL) ?UNIT))))) |
Geography.kif 3633-3651 | If X Y(s) is an other land use area of Z, X is greater than or equal to 0.0, W Y(s) is a total area of Z, and Y is an instance of unit of area, then there exists V such that V is an instance of land area and V is not an instance of arable land and V is not an instance of permanent crop land and V is a geographic subregion of Z and the measure of V is X and W Y(s) |
| (=> (and (irrigatedLandArea ?REGION (MeasureFn ?AMOUNT ?UNIT)) (instance ?UNIT UnitOfArea) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (equal ?FRACTION (DivisionFn ?AMOUNT ?TOTAL))) (irrigatedLandArea ?REGION (MeasureFn ?FRACTION ?UNIT))) |
Geography.kif 3670-3680 | If X Y(s) is an irrigated land area of Z, Y is an instance of unit of area, W Y(s) is a total area of Z, and equal V, X, and W, then V Y(s) is an irrigated land area of Z |
| (=> (and (irrigatedLandArea ?REGION (MeasureFn ?AMOUNT ?UNIT)) (totalArea ?REGION (MeasureFn ?TOTAL ?UNIT)) (instance ?UNIT UnitOfArea) (equal ?FRACTION (DivisionFn ?AMOUNT ?TOTAL))) (irrigatedLandArea ?REGION (MeasureFn ?FRACTION ?UNIT))) |
Geography.kif 3682-3692 | If X Y(s) is an irrigated land area of Z, W Y(s) is a total area of Z, Y is an instance of unit of area, and equal V, X, and W, then V Y(s) is an irrigated land area of Z |
| (=> (and (irrigatedLandArea ?REGION (MeasureFn ?AMOUNT ?UNIT)) (instance ?UNIT UnitOfArea)) (exists (?IRRLAND) (and (instance ?IRRLAND IrrigatedLand) (geographicSubregion ?IRRLAND ?REGION) (measure ?IRRLAND (MeasureFn ?AMOUNT ?UNIT))))) |
Geography.kif 3694-3704 | If X Y(s) is an irrigated land area of Z and Y is an instance of unit of area, then there exists W such that W is an instance of irrigated land and W is a geographic subregion of Z and the measure of W is X Y(s) |
| consequent |
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| (=> (and (attribute ?ROOM Oversized) (immediateInstance ?ROOM ?HOTELUNIT) (subclass ?HOTELUNIT HotelUnit)) (exists (?NORMAL ?AREA1 ?AREA2 ?U) (and (immediateInstance ?NORMAL ?HOTELUNIT) (instance ?U UnitOfArea) (measure ?NORMAL (MeasureFn ?AREA1 ?U)) (measure ?ROOM (MeasureFn ?AREA2 ?U)) (instance ?AREA1 AreaMeasure) (instance ?AREA2 AreaMeasure) (greaterThan ?AREA2 ?AREA1)))) |
Hotel.kif 1194-1209 | If oversized is an attribute of X, X is an immediate instance of Y, and Y is a subclass of hotel unit, then there exist Z, W,, , V and U such that Z is an immediate instance of Y and U is an instance of unit of area and the measure of Z is W U(s) and the measure of X is V U(s) and W is an instance of area measure and V is an instance of area measure and V is greater than W |