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    An ultradiscrete integrable map arising from a pair of tropical elliptic pencils

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    We present a tropical geometric description of a piecewise linear map whose invariant curve is a concave polygon. In contrast to convex polygons, a concave one is not directly related to tropical geometry; nevertheless the description is given in terms of the addition formula of a tropical elliptic curve. We show that the map is arising from a pair of tropical elliptic pencils each member of which is the invariant curve of the ultradiscrete QRT map.Comment: 14 pages, 4 figure

    DISCUSSION OF NEW DIMENSIONS AND POTENTIALS FOR AID-UNIVERSITY COOPERATION

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