BARNARD@SRI-AI.ARPA (07/06/84)
Maybe I'm missing something. Three points define a unique circle. Finding the circle given the points is trivial. What's the problem? In general, the theory of splines deals with the problem of fitting a piecewise polynomial to a sequence of points. For example, b-splines are piecewise cubics that can be used to connect points with smooth, continuous curves (i.e., twice-differentiable curves).