File:Tendecny example3.png
Summary
| Description |
An example to a curve's tendency. To calculate this parameter at the highlighted points, a right angle is placed next to the points, such that the quadrant defined by the angle is fully contained in a small enough neighborhood of the left hand side of the curve. The curve's tendency is then the sum of the numbers from the formulation of the discrete Green's theorem, associated with the angles we placed. In this example, the curve's tendency is independent of the curve's orientation, due to the fact that both the opposite corners highlighted in yellow in this figure are associated to the same value of , namely, -1. |
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| Source | |
| Date |
17:56, 30 November 2010 (UTC) |
| Author | |
| Permission (Reusing this file) |
See below.
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