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      On complexity of branching droplets in electrical field

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          Abstract

          Decanol droplets in a thin layer of sodium decanoate with sodium chloride exhibit bifurcation branching growth due to interplay between osmotic pressure, diffusion and surface tension. We aimed to evaluate if morphology of the branching droplets changes when the droplets are subject to electrical potential difference. We analysed graph-theoretic structure of the droplets and applied several complexity measures. We found that, in overall, the current increases complexity of the branching droplets in terms of number of connected components and nodes in their graph presentations, morphological complexity and compressibility.

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          On the Complexity of Finite Sequences

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            Otakar Borůvka on minimum spanning tree problem Translation of both the 1926 papers, comments, history

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              Level set diagrams of polyhedral objects

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                Author and article information

                Journal
                15 January 2019
                Article
                1901.05043
                71103714-0285-46e1-8567-68ffa0d3fd86

                http://creativecommons.org/publicdomain/zero/1.0/

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                Custom metadata
                cs.ET cs.CC cs.CV

                Computer vision & Pattern recognition,Theoretical computer science,General computer science

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