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Voronoi Diagrams
The document discusses geometric concepts and mathematical equations related to vertices, edges, and degrees in graph theory. It presents various formulas that relate to the number of vertices and edges in a geometric framework. The content appears to be technical and likely pertains to computational geometry or graph theory analysis.
Voronoi Diagrams
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- 11. p1, p2, .. . , pn pi pi pj pj ≠
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- 16. e pi pj pk
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- 19. mv – me+ mf =2
- 21. Mv-Me+Mf=2 let callMv as nv , (nv+1) – ne+n = 2 Me as ne , (number of sites)Mf as n (sum of all degrees) 2ne , 2ne 3(nv+1) , 2ne 3(2+ne-n) 3(nv+1) 2ne 6+3ne-3n ne 3n-6 , n-2+(nv+1) 3n-6 nv 2n-5
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- 23. Cp pi pj Cp pi pj
- 24. Cp pi pjpk pi pj pk pi pj pk pi pj pk pi pj pk
- 25. pi pj pipj pi pj pk pi pj pi pj
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- 27. T(n) = O(n²log n) pi pi pj ≠
- 31. • l+ l+ l+
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- 36. ly • pjpj,x pj,y pi,y pj,y ly
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