Titlebook: Computing and Combinatorics; 17th Annual Internat Bin Fu,Ding-Zhu Du Conference proceedings 2011 Springer-Verlag GmbH Berlin Heidelberg 201

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On the Rainbow Connectivity of Graphs: Complexity and FPT Algorithms, rainbow connected if every two vertices of . has a path in which all edges are assigned distinct colors. Chakraborty .. defined the problem of determining whether the graph colored by a given edge-coloring is rainbow connected. Chen .. introduced the vertex-coloring version of the problem as a vari

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On Parameterized Independent Feedback Vertex Set,iant of the FVS problem and is defined as follows: given a graph . and an integer ., decide whether there exists . ⊆ .(.), |.| ≤ ., such that .[.(.) ∖ .] is a forest and .[.] is an independent set; the parameter is .. Note that the similarly parameterized versions of the FVS problem — where there is

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Strong I/O Lower Bounds for Binomial and FFT Computation Graphs,sary to design algorithms that minimize I/O traffic to slower memories in the hierarchy. In this paper, we propose a new technique, ., for deriving lower bounds on the memory traffic complexity of problems in a two-level memory hierarchy architectures. The boundary flow technique relies on identifyi

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,Proper ,-Cell Polycubes in , − 3 Dimensions, of polycubes, and, in particular, specific types of polycubes, as well as computing the asymptotic growth rate of polycubes, is a popular problem in discrete geometry. This is also an important tool in statistical physics for computations related to percolation processes and branched polymers. In t

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