ROMJIST Volume 21, No. 3, 2018, pp. 219-231
P.H. Chandra, S. Thabithal Multihanded and Near Perfect Self Assembling of Tile Assembling Systems
ABSTRACT: In this paper we present multiple handed diamond tile assembly models for the assembly of discrete Sierpinsky triangle. It generalizes the two handed assembly model to allow up to h assemblies to combine in a single step. The problem of strict self assembly of infinite fractals within the self assembly is considered. Six handed Diamond Assembly Model is constructed in a near perfect way with scale factor 1. We have further assembled the Sierpinsky triangle within the Three handed Diamond Assembly Model with scale factor 3.KEYWORDS: self assembly; strict self assembly; near perfect assembly; near triangle assembly; base shape; combinable shapeRead full text (pdf)
