Titlebook: V-Learning; Distance Education i Leonard A. Annetta,Elizabeth Folta,Marta Klesath Book 2010 Springer Science+Business Media B.V. 2010 Dista

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Leonard A. Annetta,Elizabeth Folta,Marta Klesaththermore, we consider the . problem for weighted maximal outerplanar graphs and prove it to be linear-time solvable if their dual tree is a path, and cubic-time solvable if their dual tree is a caterpillar. Finally, we prove that the . problem for weighted 2-trees is slice-wise polynomial in the len

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Leonard A. Annetta,Elizabeth Folta,Marta Klesaththe weakly bundled edges occurring globally over the graph (“global bundles”); we allow a user-set global-local tradeoff. We call the technique “peacock bundles”. Experiments show the coloring clearly enhances comprehensibility of graph layouts with edge bundling.

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Leonard A. Annetta,Elizabeth Folta,Marta Klesathia which have not yet been explicitly optimized in such fashion (e.g., vertex resolution, angular resolution, aspect ratio). We provide quantitative and qualitative evidence of the effectiveness of . with experimental data and a functional prototype: ..

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Leonard A. Annetta,Elizabeth Folta,Marta Klesathut show that in the vast majority of the 2-vertex cases, the conjecture does hold..The reversal distance between two signed permutations is the minimum number of reversals that transform one permutation to the other one. If we represent the trajectory of each element of a signed permutation under su

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Leonard A. Annetta,Elizabeth Folta,Marta Klesath so-called . . of . relative to . and describe a morph from . to . using .(.) linear morphs. We prove that . linear morphs are always sufficient to morph between two planar orthogonal drawings, even for disconnected graphs. The resulting morphs are quite natural and visually pleasing.

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