A Quasi-Unary Representation of Discrete Taxicab Geometry

preprint2014arXivOpen access

In this paper we represent $n-$ dimensional discrete Taxicab geometry by base--( $4n+1$ ) numeral system. The algebraic structure of this base--( $4n+1$ ) system is similar to unary system, we call it quasi-unary (QU) representation. QU representation generalizes translation and rotation to transform any geometrical object (shape) into another shape.

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A Quasi-Unary Representation of Discrete Taxicab Geometry

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