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Sigma KEE - TwoDimensionalFigure
TwoDimensionalFigure(two dimensional figure)
Cartesian_plane, Cupid's_bow, S-shape, crenation, crenature, crenel, crenelle, curve, curved_shape, flat, perversion, picture_plane, plane, plane_figure, scallop, sheet, two-dimensional_figure

appearance as argument number 1
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(documentation TwoDimensionalFigure ChineseLanguage "这是有定位并在两个维度上有延伸空间的 GeometricFigure 类别,即是如圆圈和多边形的平面图。") chinese_format.kif 3974-3975
(documentation TwoDimensionalFigure EnglishLanguage "The class of GeometricFigures that have position and an extension along two dimensions, viz. plane figures like circles and polygons.") Merge.kif 16556-16558
(externalImage TwoDimensionalFigure "http://upload.wikimedia.org/wikipedia/ commons/ 2/ 24/ Elipse.svg") pictureList.kif 2419-2419
(partition TwoDimensionalFigure OpenTwoDimensionalFigure ClosedTwoDimensionalFigure) Merge.kif 16555-16555 Two dimensional figure is exhaustively partitioned into open two dimensional figure and closed two dimensional figure
(subclass TwoDimensionalFigure GeometricFigure) Merge.kif 16554-16554 Two dimensional figure is a subclass of geometric figure

appearance as argument number 2
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(subclass ClosedTwoDimensionalFigure TwoDimensionalFigure) Merge.kif 16568-16568 Closed two dimensional figure is a subclass of two dimensional figure
(subclass OpenTwoDimensionalFigure TwoDimensionalFigure) Merge.kif 16560-16560 Open two dimensional figure is a subclass of two dimensional figure
(termFormat ChineseLanguage TwoDimensionalFigure "二维图") domainEnglishFormat.kif 59589-59589
(termFormat ChineseTraditionalLanguage TwoDimensionalFigure "二維圖") domainEnglishFormat.kif 59588-59588
(termFormat EnglishLanguage TwoDimensionalFigure "two dimensional figure") domainEnglishFormat.kif 59587-59587

appearance as argument number 4
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(partition GeometricFigure GeometricPoint OneDimensionalFigure TwoDimensionalFigure ThreeDimensionalFigure) Merge.kif 16540-16540 Geometric figure is exhaustively partitioned into geometric point, one dimensional figure, two dimensional figure, and three dimensional figure


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