Ch 5. Proving Triangles Congruent (Sec 5.4 – Sec 5.6)
Computing Inner and Outer Shape Approximations Joseph S.B. Mitchell Stony Brook University.
Polygons and the convex hull Prof. Noah Snavely CS1114 .
2IV60 Computer graphics Graphics primitives and attributes Jack van Wijk TU/e.
Indexing Network Voronoi Diagrams* Ugur Demiryurek and Cyrus Shahabi 2012 Speaker: Yihao Jhang Adviser: Prof. Yuling Hsueh.
Convex Hulls Computational Geometry, WS 2006/07 Lecture 2 Prof. Dr. Thomas Ottmann Algorithmen & Datenstrukturen, Institut für Informatik Fakultät für.
Traversing the Machining Graph Danny Chen, Notre Dame Rudolf Fleischer, Li Jian, Wang Haitao,Zhu Hong, Fudan Sep,2006.
Thick non crossing paths In polygonal domain Joint work with N. Mirehii Shahid Beheshti Uni. 1 Thick path planning - M.Tahmasbi.
Triangle Inequality Notes. Triangle Inequality Theorem Scalene triangle: A triangle that has no congruent (equal) sides. None of their angles are congruent.
INT 840E Computer graphics Introduction & Graphic’s Architecture.
Convex hull
