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Applying integer programming to enumerate equilibrium states of a multi-link inverted pendulum: a strange binomial coefficient identity and its proof - MaRDI portal

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Applying integer programming to enumerate equilibrium states of a multi-link inverted pendulum: a strange binomial coefficient identity and its proof (Q2910021)

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scientific article; zbMATH DE number 6078951
Language Label Description Also known as
English
Applying integer programming to enumerate equilibrium states of a multi-link inverted pendulum: a strange binomial coefficient identity and its proof
scientific article; zbMATH DE number 6078951

    Statements

    author
    Peter J. Larcombe
    0 references
    Eric J. Fennessey
    0 references
    publication date
    7 September 2012
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    zbMATH Keywords
    idealised 2D inverted pendulum system
    0 references
    binomial coefficient identity
    0 references
    title
    Applying integer programming to enumerate equilibrium states of a multi-link inverted pendulum: a strange binomial coefficient identity and its proof (English)
    0 references

    Identifiers

    zbMATH DE Number
    6078951
    0 references
     
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