论文标题
按颜色表示几何对象
Representation of Geometric Objects by Color
论文作者
论文摘要
通过将涉及颜色的各种作用引入几何物体，我们代表四个或更少维度的立方体和单纯形，是五个或更少的维度和更少维度的几何网和单纯形的几何网络，超明确，截断的多面体，刻板的多面有，放星状的多面体以及诸如Cantor dust and Menger Sponge和Menger Sponge和Propine speite insers and insers speite in of inforne and inforsos infors of infor speite songe songe songe soners inforne of for 4-dimens。
By introducing various actions involving color to geometrical objects, we represent a cube and simplex in four or fewer dimensions, the geometrical net of a cube and simplex in five or fewer dimensions, hyperprisms, truncated polytopes, stellated polytopes, and fractals such as Cantor dust and Menger sponge, and propose the "four-dimensional" Menger sponge whose volume is infinite.
