Discrete geometry
The discrete geometry is a branch of the Géométrie. One speaks about discrete geometry to distinguish it from the geometry " classique" , namely the geometry " continue".
A simple example: the geometry continues in two dimensions makes it possible to define lines, circles in a plan. These objects are whole of points which are pairs of real numbers. In this context, the discrete geometry will propose to define and handle whole of point to whole coordinates which will form discrete lines or circles. The rise of this discipline is due to the rise of the data processing which makes it possible to handle discrete objects exactly. The principal applications of the discrete geometry are the Synthèse of image, the analysis and the pattern recognition.
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