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ByATHS. Calculus Project Grade: 12 – ES. GOALS. Students will interpret their understanding of applications of integration Students will use technology for research and communication: wiki/blog. Students will present their findings to the class through digital Media(Video/Booklet).

ByBart Jansen, Utrecht University. Fixed Parameter Complexity of the Maximum Leaf Weight Spanning Tree Problem. Max Leaf Spanning Tree. Max Leaf Instance: Connected graph G, positive integer k Question: Is there a spanning tree for G with at least k leaves? Applications in network design

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ByApproximating the two-source minimum routing cost spanning trees. Bang Ye Wu Shu-Te University. Problem Definition. Input: an undirected graph with nonnegative edge lengths, two vertices as sources and all vertices as destinations

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ByCondition. Learning Objectives. Describe condition and different methods for measuring or indexing condition Calculate and interpret length-weight relationships Describe the advantages and disadvantages of different methods for describing condition Describe the RLP technique

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ByBart Jansen, Utrecht University. Fixed Parameter Complexity of the Maximum Leaf Weight Spanning Tree Problem. Max Leaf Spanning Tree. Max Leaf Instance: Connected graph G, positive integer k Question: Is there a spanning tree for G with at least k leaves? Applications in network design

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