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geodesic
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A geodesic sun-tracking model was developed to determine sun position in the sky.
A formula for the line integral of the geodesic curvature along a closed curve is known as the Gauss Bonnet theorem.
We take as given that the desired curve C is the unique Euclidean circle that is orthogonal to every geodesic through A.
He introduced the geodesic curvature although he did not use the term which was due to Bonnet who discovered it independently in 1848.
By 1738 the geodesic measurements carried out to measure the length of a meridian degree had produced very strong evidence for the flattening at the poles.
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