oint location problem, a test po 14 ongemen very) ond the answer to ??? query oi

Question

oint location problem, a test po 14 ongemen very) ond the answer to ??? query oint is on the oerigin or t es e point is equel to ony ef the ion on the plone the point is b Vornol diogrom nt on the plone it is closest to segment on the plone it is on . Both (h) ond te truct the Voronoi diagram for n sites arrangements have quite a few es to produce each of the n Voronoi dual to the task of constructing the omplexity), the Voronoi diagrom can b. hidden surfoce c empty convex of n points in 2D (and thus has the hom-sondwich cuts All of these are application areos e constructed in 16. Arr angements in the plane consist of the following e ertices b. segments or edges c. cells or faces Platonic solids e. None of these (i.e., all are included) ion was used in retrieving the riangulation in 2D space from the of the points projected earlier into 17. Of the many possible duality mappings, we this to establish algorithms that computed higher order Voronoi diagrams in 1D space from arrangements in 2D s pace: Lax-bep:(a, b b. L:y 2ax+bp:(a, b) c. L:y ax + bp:(a, b) (x, y) of these is a valid answer uction, of which the projection in (12) art, is an algorithm that computes the iagram of points in 2D with the same y as the computation of convex hulls in e. None of these is a valid answer. mapping D is its own inverse. This means that a. DD( x))=x,for any X b. D D(x)) 0, for any c. D Dx))-1, for any x 18. Lemma 6.5.1 estoblihes that the duolit ss the validity of this statement atement is valid. atement is not valid. All of these are valid answers. e. None of these is a valid answer.

Explanation / Answer

15-Yes visibility graph,hidden surface removal,empty convex polygens,ham-sandwhich cuts are all  application areas of arrangments.So,option e is correct

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