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Abstract: The angle between curves is in most cases defined as the angle between their tangents at the point of intersection. From an heuristic point of view this is unsatisfactory. For instance the angle between a circle and a tangent gets a measure 0 in this way. Yet we see a space between the two quite di#erent from the space between two coinciding half-lines. The essential part of the paper concerns the definition of a non-trivial measure for the angle between tangent curves. 0 Introduction In... (Update)
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BibTeX entry: (Update)
@misc{ asch-measurements,
author = "A.G. van Asch and F. van der Blij",
title = "Measurements of Curvilineal Angles",
url = "citeseer.ist.psu.edu/vanasch95measurements.html" }
Citations (may not include all citations):20 Grundlagen der Geometrie (context) - Hilbert - 1909
4 formes sesquilineaires et formes quadratiques (context) - Bourbaki - 1959
1 Hoeken en hun maat (context) - Asch, van - 1992
1 MacMillan Education Ltd (context) - Fauvel, Gray et al. - 1987
1 Quaestiones super Geometriam Euclides (context) - Busard - 1961
1 The Mathematical Work of John Wallis (context) - Scott - 1938
1 Eindhoven University of Technology P (context) - Verdonk, Petrus - 1966
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