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Analogue of a Theorem of Blaschke


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1 Calcutta, India
     

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If r=r(s) is the vector equation of a plane curve V, s denoting the affine length, then r1=r'(s) and r2=r"(s), are the vector equations of what have been called the tangent and curvature forms of V, the dashes denoting differentiation with respect to s.
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  • Analogue of a Theorem of Blaschke

Abstract Views: 235  |  PDF Views: 0

Authors

R. C. Bose
Calcutta, India

Abstract


If r=r(s) is the vector equation of a plane curve V, s denoting the affine length, then r1=r'(s) and r2=r"(s), are the vector equations of what have been called the tangent and curvature forms of V, the dashes denoting differentiation with respect to s.