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Quasi regular polygons and their duals with Coxeter symmetries Dnrepresented by complex numbers

机译：准常规多边形及其双重带有Coxeter对称的双重数据，由复数表示

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M Koca; N O Koca;
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年度 2011
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1. QUASI REGULAR POLYHEDRA AND THEIR DUALS WITH COXETER SYMMETRIES REPRESENTED BY QUATERNIONS - II [J] . MEHMET KOCA, MUDHAHIR AL AJMI, SALEH AL-SHIDHANI The African Physical Review . 2011,第2011期

机译：准四边形的准正多边形和其二重对称性
2. QUASI REGULAR POLYHEDRA AND THEIR DUALS WITH COXETER SYMMETRIES REPRESENTED BY QUATERNIONS - I [J] . MEHMET KOCA, NAZIFE OZDES KOCA, RAMAZAN KOC The African Physical Review . 2011,第2011期

机译：准四边形代表的准多角形及其二重对称
3. Shape and Symmetry Determine Two-Dimensional Melting Transitions of Hard Regular Polygons [J] . Joshua A. Anderson, James Antonaglia, Jaime A. Millan, Physical Review X . 2017,第2期

机译：形状和对称性确定硬正则多边形的二维熔化转变
4. COXETER GROUPS, QUATERNIONS, SYMMETRIES OF POLYHEDRA AND 4D POLYTOPES [C] . MEHMET KOCA, N. ?ZDE? KOCA egional Conference on Mathematical Physics . 2012

机译：Coxeter群，季铵，多面体和4D多粒子的对称性
5. A study of Gauss's theorem on the Euclidean construction of regular polygons. [D] . Fuller, Julian Rodney. 2004

机译：关于正多边形的欧几里得构造的高斯定理的研究。
6. Recognition of dual symmetry by the controller protein C.Esp1396I based on the structure of the transcriptional activation complex [O] . J. E. McGeehan, N. J. Ball, S. D. Streeter, 2012

机译：基于转录激活复合物结构的控制蛋白C.Esp1396I识别双重对称
7. Shape and Symmetry Determine Two-Dimensional Melting Transitions of Hard Regular Polygons [O] . Joshua A. Anderson, James Antonaglia, Jaime A. Millan, 2017

机译：形状和对称性确定硬正多边形的二维熔化转变

Quasi regular polygons and their duals with Coxeter symmetries Dnrepresented by complex numbers

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