IT training computational geometry in c (2nd ed ) orourke 1998 10 13
➤ Gửi thông báo lỗi ⚠️ Báo cáo tài liệu vi phạmNội dung chi tiết: IT training computational geometry in c (2nd ed ) orourke 1998 10 13
IT training computational geometry in c (2nd ed ) orourke 1998 10 13
COMPUTATIONALGEOMETRYinJoseph’RourkeCOMPUTATIONAL GEOMETRY IN cSECOND EDITIONJOSEPH O’ROURKEcm CAMBRIDGEUNIVERSITY PRESSContentsPreface/W’ x1. Polygon IT training computational geometry in c (2nd ed ) orourke 1998 10 13n Triangulation11.1 Art Gallery Theorems11.2 Triangulation: Theory111.3 Area of Polygon161.4 Implementation Issues241.5 Segment Intersection271.6 Triangulation: Implementation322. Polygon Partitioning442.1 Monotone Partitioning442.2 Trapezoidalization472.3 Partition into Monotone Mountains512.4 Line IT training computational geometry in c (2nd ed ) orourke 1998 10 13ar-Time Triangulation562.5 Convex Partitioning583. Convex Hulls in Two Dimensions633.1 Definitions of Convexity and Convex Hulls643.2 Naive AlgorithmsIT training computational geometry in c (2nd ed ) orourke 1998 10 13
for Extreme Points663.3 Gift Wrapping683.4 QuickHull693.5 Graham’s Algorithm723.6 Lower Bound873.7 Incremental Algorithm883.8 Divide and Conquer913.9COMPUTATIONALGEOMETRYinJoseph’RourkeCOMPUTATIONAL GEOMETRY IN cSECOND EDITIONJOSEPH O’ROURKEcm CAMBRIDGEUNIVERSITY PRESSContentsPreface/W’ x1. PolygonCOMPUTATIONALGEOMETRYinJoseph’RourkeCOMPUTATIONAL GEOMETRY IN cSECOND EDITIONJOSEPH O’ROURKEcm CAMBRIDGEUNIVERSITY PRESSContentsPreface/W’ x1. PolygonGọi ngay
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