22,99 €
inkl. MwSt.
Versandfertig in 6-10 Tagen
11 °P sammeln
Andere Kunden interessierten sich auch für
![Total Coloring]( "Total Coloring")
Total Coloring22,99 €![Total Variation]( "Total Variation")
Total Variation22,99 €![Total Variation Distance of Probability Measures]( "Total Variation Distance of Probability Measures")
Total Variation Distance of Probability Measures22,99 €![Total Least Squares]( "Total Least Squares")
Total Least Squares22,99 €![Total Least Squares]( "Total Least Squares")
Total Least Squares22,99 €![Total Order]( "Total Order")
Total Order19,99 €![Total Sum of Squares]( "Total Sum of Squares")
Total Sum of Squares19,99 €
High Quality Content by WIKIPEDIA articles! In mathematical study of the differential geometry of curves, the total curvature of a immersed plane curve is the integral of curvature along a curve taken with respect to arclength: int_a^b k(s),ds. The total curvature of a closed curve is always an integer multiple of 2 , called the index of the curve, or turning number it is the winding number of the unit tangent about the origin, or equivalently the degree of the Gauss map. This relationship between a local invariant, the curvature, and a global topological invariant, the index, is characteristic of results in higher-dimensional Riemannian geometry such as the Gauss Bonnet theorem.