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KB Term:  Term intersection
English Word: 

Sigma KEE - widthLimit
widthLimit

appearance as argument number 1
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(instance widthLimit BinaryPredicate) Robot.kif 24-24 widthLimit is an instance of binary predicate
(domain widthLimit 1 CarryBot) Robot.kif 25-25 The number 1 argument of widthLimit is an instance of CarryBot
(domain widthLimit 2 LengthMeasure) Robot.kif 26-26 The number 2 argument of widthLimit is an instance of length measure

antecedent
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(=>
    (and
        (instance ?ROBOT CarryBot)
        (instance ?INSTANCE ?OBJECT)
        (subclass ?OBJECT Object)
        (widthLimit ?ROBOT
            (MeasureFn ?WIDTHLIMIT ?UNIT))
        (or
            (and
                (defaultMaximumLength ?OBJECT
                    (MeasureFn ?LENGTH ?UNIT))
                (defaultMaximumWidth ?OBJECT
                    (MeasureFn ?WIDTH ?UNIT))
                (defaultMaximumHeight ?OBJECT
                    (MeasureFn ?HEIGHT ?UNIT))
                (greaterThan ?LENGTH ?WIDTHLIMIT)
                (greaterThan ?WIDTH ?WIDTHLIMIT)
                (greaterThan ?HEIGHT ?WIDTHLIMIT))
            (and
                (defaultMaximumSphereRadius ?OBJECT
                    (MeasureFn ?RADIUS ?UNIT))
                (greaterThan
                    (MultiplicationFn ?RADIUS 2) ?WIDTHLIMIT))))
    (not
        (canCarry ?ROBOT ?INSTANCE)))
Robot.kif 28-52 If X is an instance of CarryBot, Y is an instance of Z, Z is a subclass of object, widthLimit X and W V(s), and All of the following hold: (1) the maximum expected length of Z is U V(s) (2) the maximum expected width of Z is T V(s) (3) the maximum expected height of Z is S V(s) (4) U is greater than W (5) T is greater than W (6) S is greater than W or the maximum expected radius of Z is R V(s) and R and 2 is greater than W, then canCarry X and Y


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