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1 Report

Principal normal indicatrices of closed space curves

Røgen, Peter

A theorem due to J. Weiner, which also is proven by B. Solomon, implies that a principal normal indicatrix of a closed space curve with non-vanishing curvature has integrated geodesic curvature zero and contains no sub arc with integrated geodesic curvature Pi. We prove that the inverse problem

Year: 1997

Language: English

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jogaemcd hplfibk n
2 Printed book

Principal normal indicatrices of closed space curves

Røgen, P.; Technical University of Denmark; DTU

Year: 1997

Language: English

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hefjkn bmdagloipc
3 Journal article

Principal normal indicatrices of closed space curves

Røgen, Peter

Geometriae Dedicata — 1999, Volume 74, Issue 1, pp. 49-60

A theorem due to J. Weiner, which is also proven by B. Solomon, implies that a principal normal indicatrix of a closed space curve with nonvanishing curvature has integrated geodesic curvature zero and contains no subarc with integrated geodesic curvature pi. We prove that the inverse problem

Year: 1999

Language: English

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hjabpm ognkefc dil

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