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Exact renormalization map of temperature between two successive decoratedlattices is given, and the distribution of the partition function zeros in thecomplex temperature plane is obtained for any decoration-level. The rulegoverning the variation of the distribution pattern as the decoration-levelchanges is given. The densities of the zeros for the first twodecoration-levels are calculated explicitly, and the qualitative features aboutthe densities of higher decoration-levels are given by conjecture. The Juliaset associated with the renormalization map is contained in the distribution ofthe zeros in the limit of infinite decoration level, and the formation of theJulia set in the course of increasing the decoration-level is given in terms ofthe variations of the zero density.Comment: 8 pages,8figure

Distribution and density of the partition function zeros for the diamond-decorated Ising model