Gilles Caporossi
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Given a set of <i>m</i> observations on <i>n</i> variables, an 0(<i>mn</i><sup>2</sup>) algorithm is proposed to find a basis of all affine relations betwee...
référence BibTeXVariable Neighborhood Search for Extremal Graphs. 4. Chemical Trees with Extremal Connectivity Index
By means of the variable neighborhood search algorithm, a newly designed heuristic approach to combinatorial optimization, we established the structure of t...
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The recently developed Variable Neighborhood Search (VNS) meta-heuristic for combinatorial and global optimization is outlined together with its specializat...
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The chemical trees on <i>n</i> vertices (= molecular graphs representing alkanes with <i>n</i> carbon atoms) with minimal, second-minimal, third-minimal, ma...
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Let <i>G</i> be a connected graph and let <i>D</i> be its diameter. Denote by <i>d</i>(<i>G,k</i>) the number of pairs of vertices in <i>G</i> that are at d...
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An algorithm based upon the boundary-edges code and the reverse search method is proposed for enumerating non-isomorphic planar simply connected polyhexes. ...
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Finding extremal graphs for expressions involving one or more invariants is viewed as a problem of combinatorial optimization. The recent Variable Neighborh...
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