stripes
Everyone has a common sense idea about stripes (or strip).But we must be precisely about stripes and define them in a mathematical way. |
stripe
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stripe-course D The successive changes of direction are ‘the course of the stripe’. D A stripe-course either has an open or a closed nature. In the latter case it is a ‘circuit’. |
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stripe-circuit
D If a stripe is a circuit, its shape has an outside and an inside. D> Its inside has the form of a point, a line, or a system of lines. In the latter case (some of) these lines can enclose an area. |
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striped pattern
D A striped pattern is a pattern composed of stripes which interlock. |