Planning a Purely Translational Motion for a Convex Object in Two Dimensional Sp
Planning a Purely Translational Motion for a Convex Object in Two Dimensional Sp
D Leven
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The final step merges VorgiL) and VorsiR) to obtain the 5-Voronoi diagram of 5(1^). Note that the objects in S{W) which intersect both Qi and Q/j are split by the vertical line separating (2/, and g^ into two parts, one in L and the other in R. The present merge first calculates the 5-diagram for L U R (i. E. With each such object remaining split), and only then patches up -24- the diagram to obtain VorB(S(W)). To merge the diagrams VorB{L), VorgiR), we have to cx)mpute the locus C of points wh...ich are equally fi-closest to an object in L and to an object in R. Following Kirkpatrick [Ki] we call C the contour separating L from R. It is easy to see that C is a simple, topologically closed curve since each vertex of the combined diagram has degree 3 (for details concerning this standard argument see e. G [LS]). Hence C partitions the plane into disjoint open connected regions each of which consists either entirely of points which are 5-closer to objects in L than to objects in R (in which case we call such a region, as in [LS], an L-region) or entirely of points which are 5-closer to objects in R than to objects in L (in which case we call such a region an R- region).
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