Karlsruhe-metric Voronoi diagram(Open 5/Sep/2000 : The 2nd Revision Thursday, 03-Jun-2010 22:12:45 JST)

Karlsruhe-metric Voronoi diagram is drawn by using distance function d(p,p(i))

If 0<=s<=2, d(p,p(i))=q*e(s,s(i))+|r-r(i)|}

else d(p,p(i))=r+r(i)

where (r,s) is the polar coordinate of p, (r(i),s(i)) is the polar coordinate of p(i), |a| is a sign of absolute value, q is min(r,r(i)), e(s,s(i)) is min(|s-s(i)|,6.28-|s-s(i)|).

Java(karl.java)

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