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A -cell is a higher-dimensional version of a rectangle or rectangular solid. It is the Cartesian product of closed intervals on the real line. This means that a -dimensional rectangular solid has each of its edges equal to one of the closed intervals used in the definition. The intervals need not be identical. For example, a 2-cell is a rectangle in such that the sides of the rectangles are parallel to the coordinate axes. Every -cell is compact.

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  • A -cell is a higher-dimensional version of a rectangle or rectangular solid. It is the Cartesian product of closed intervals on the real line. This means that a -dimensional rectangular solid has each of its edges equal to one of the closed intervals used in the definition. The intervals need not be identical. For example, a 2-cell is a rectangle in such that the sides of the rectangles are parallel to the coordinate axes. Every -cell is compact. (en)
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  • A -cell is a higher-dimensional version of a rectangle or rectangular solid. It is the Cartesian product of closed intervals on the real line. This means that a -dimensional rectangular solid has each of its edges equal to one of the closed intervals used in the definition. The intervals need not be identical. For example, a 2-cell is a rectangle in such that the sides of the rectangles are parallel to the coordinate axes. Every -cell is compact. (en)
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  • K-cell (mathematics) (en)
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