About: Ribbon (mathematics)

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In differential geometry, a ribbon (or strip) is the combination of a smooth space curve and its corresponding normal vector. More formally, a ribbon denoted by includes a curve given by a three-dimensional vector , depending continuously on the curve arc-length, and a unit vector perpendicular to at each point. Ribbons have seen particular application as regards DNA.

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  • In differential geometry, a ribbon (or strip) is the combination of a smooth space curve and its corresponding normal vector. More formally, a ribbon denoted by includes a curve given by a three-dimensional vector , depending continuously on the curve arc-length, and a unit vector perpendicular to at each point. Ribbons have seen particular application as regards DNA. (en)
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  • In differential geometry, a ribbon (or strip) is the combination of a smooth space curve and its corresponding normal vector. More formally, a ribbon denoted by includes a curve given by a three-dimensional vector , depending continuously on the curve arc-length, and a unit vector perpendicular to at each point. Ribbons have seen particular application as regards DNA. (en)
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  • Ribbon (mathematics) (en)
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