Tag: The mathematician talks of flocking

  • Motive Bound

    Motive Bound

    The mathematician talks of flocking:
    the collective assemblage of like forms;
    to do with central tendencies, stocking
    efficiencies (see the way the bee swarms).
    It’s all about clustering formations,
    and the non-random shape of a system.
    It’s all about patterns and representations,
    and how nature does its best to twist them
    into combinations of advantage.
    The V-shape of Canadian geese,
    the shuffling of penguins, edge-to-edge;
    best use of energy and fuel’s release.
    . It’s through use …  a solution’s shape is found.
    . Nature’s cleverness is to motive bound.

    Copyright, Tim Grace, 6 December 2011


    To the reader: Patterns form to establish efficient relationships. A functional pattern of behaviour will serve some purpose and deliver some benefit. It will be useful and convenient; at best, powerful and protective. Geese do the power-flock to conserve individual energy in flight. Penguins perform the protective-flock as they shuffle to insulate the pack from cold. The interesting thing about flocking is that it’s a collective intelligence constructed through the system for individual benefit. Belonging is a self-serving commitment to and for the common good.

    To the poet: Playing with a natural phenomenon is an interesting poetic exercise. Usually, the idea will be sparked by a snippet of science that reveals a curious insight. A little research is essential and useful in delivering a glossary of terms. As with the ‘flocking’ theme, it’s often the case that the idea will have already gained public interest and momentum as a talking point. A poet’s work is to play with ideas, to express them creatively; in memorable shape and form.


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