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THE CONSTRUCTIONS OF INSCRIBED REGULAR POLYGONS WITH COMPASS

机译：铭刻普通多边形与指南针的结构

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摘要

Mohr-Mascheroni constructions are constructions with restricted means. These constructions are proved to be equivalent to euclidean constructions. The paper deals with the issues of selected constructions only with compass. The constructions of selected inscribed regular polygons will be presented.

机译：Mohr-mascheroni结构是具有限制手段的结构。证明这些结构被证明是等同于欧几里德结构。本文涉及不同指南针的选定结构问题。将提出所选铭刻常规多边形的结构。

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《Conference on Applied Mathematics 》|2019年|684p|共9页
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作者
FERDIANOVA Vera; BRANNY Michael;
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正文语种
中图分类 O29-53;
关键词
Regular polygon; Circumscribed circle; Mascheroni constructions;

机译：常规多边形;围绕圆圈;Mascheroni建筑;

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2. Inscribing smooth knots with regular polygons [J] . Wu YQ. Bulletin of the London Mathematical Society . 2004 ,第2期

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3. Boundary ring or a way to construct approximate NG solutions with polygon boundary conditions. II - Polygons Pi, that admit an inscribed - [J] . Itoyama H, Morozov A Progress of Theoretical Physics . 2008 ,第2期

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4. THE CONSTRUCTIONS OF INSCRIBED REGULAR POLYGONS WITH COMPASS [C] . FERDIANOVA Vera, BRANNY Michael Conference on Applied Mathematics . 2019

机译：铭刻普通多边形与指南针的结构
5. A study of Gauss's theorem on the Euclidean construction of regular polygons. [D] . Fuller, Julian Rodney. 2004

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7. On some generalized Fermat curves and chords of an affinely regular polygon inscribed in a hyperbola [O] . Herivelto Borges, Mariana Coutinho 2020

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THE CONSTRUCTIONS OF INSCRIBED REGULAR POLYGONS WITH COMPASS

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