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Group 8-17
Project Title One Touch Drawing
Synopsis This project was inspired by a game called One Touch Drawing. In the game, one had to draw a continuous path over a graph, going over each edge exactly once. Some graphs had variations like warp points and directed edges. This led us to wonder, what are the necessary and sufficient conditions for such a path (Eulerian Path) to exist? Previous results by others only apply to a normal undirected graph, so we sought to answer the question for graphs with the above-mentioned variations. (84 words)
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Team Members
(Names & Classes)
Group Leader:
LIM AN JUN          4S1
Group Member/s:
SHI CHENG          4I1
LUO LING KE          4S1
NG YU PENG          4S1