V.V. Barannik, A.V. Slobodyanyuk

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The construction of method of numeration of three-dimensional binary structures is expounded taking into account the compendency of isotopic levels of relief of image in two the measured polyadical space. Numeration is based on: lexicographic rule, determining seniority of possible three-dimensional binary structures; that the elements of three-dimensional binary structure simultaneously satisfy limits in relation to positions with prohibition of single values and limits on a dynamic range, determined two by the measured polуadical space; numerations of three-dimensional transpositions with reiterations in two the measured binary polyadical space. It allows to form gravimetric coefficients as far as the accumulation of amount of positions with prohibition of appearance of units. The compression of three-dimensional binary structures is arrived at due to reduction of combinatory surplus, caused a presence at every isotopic level of positions with prohibition of appearance of units.

Barannik, V.V. and Slobodianiuk, A.V. (2008), “Numeratsiia sviaznykh dvoichnykh struktur v dvumernom poliadicheskom prostranstve”,