离散出租车几何的拟一元表示
A Quasi-Unary Representation of Discrete Taxicab Geometry
摘要：
本文用基-（$4n+1$）数制表示$n-$维离散Taxicab几何.这种基-（$4n+1$）系统的代数结构与一元系统类似，我们称之为准一元（QU）表示。QU表示概括了平移和旋转，以将任何几何对象（形状）转换为另一个形状。
英文摘要：
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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