Device for physically demonstrating the pythagorean theorem

• 1. 容积转换式勾股定理快速简易证明装置 [P] . 中国专利： CN203520704U . 2014.04.02
• 2. 一种基于零知识证明的100资产准备金证明方法及证明装置 [P] . 中国专利： CN111539721A . 2020-08-14
• 3. NEW-TYPE INSTRUCTIVE GAME AIMING AT THE EXPERIENTIAL PERCEPTION OF THE PYTHAGOREAN THEOREM [P] . GR20150100057A . 2016-09-21

  机译： 针对毕达哥拉斯定理的经验性认知的新型教学游戏

• 4. New method for proving the Pythagorean Theorem [P] . AU2014100570A4 . 2014-07-17

  机译： 勾股定理证明的新方法

• 5. VISUAL LEARNING TOOL FOR PYTHAGOREAN THEOREM AND MUSICAL SCALE [P] . 日本专利： JP2012018211A . 2012-01-26

  机译： 毕达哥拉斯定理和音乐尺度的视觉学习工具

• 1. The Chinese Version of the Pythagorean Theorem and the Case of the Missing Diagram:A Memoir [J] . Arnold Koslow 中国科学技术史：英文版 . 2018,第002期
• 2. SECTION THEOREMS, COINCIDENCE THEOREMS AND INTERSECTION THEOREMS ON H-SPACES WITH APPLICATIONS [J] . 张石生, 张颖 应用数学和力学：英文版 . 1993,第009期
• 3. Digital Image Processing Based Detection of Rheumatoid Arthritis using Pythagorean Theorem [C] . Sajida Fayyaz, Hafiz Ali Hamza Gondal, Muhammad Adnan Khan, International Conference on Open Source Systems and Technologies . 2020
• 4. Physically Derived Two-Dimensional Predictive Model for Dual-Gate Devices Using Quintic Splines [D] . Wolfson, Scott C. 2019
• 5. The Pythagorean Theorem: I. The finite case [O] . Richard V. Kadison 2002
• 6. Pythagorean Triples and a New Pythagorean Theorem [O] . Price, H. Lee, Bernhart, Frank R. 2007

• 1. About Pythagorean Theorem——关于勾股定理 [J] . 覃琛琛（收集整理） . 数学教学通讯：新课标中考数学 . 2009,第004期
• 2. Coincidence Point Theorems, Intersection Theorems and Saddle Point Theorems on FC-spaces [J] . PIAO YONG-JIE ,YIN ZHE . 数学研究通讯 . 2009,第002期
• 3. Coincidence Point Theorems, Intersection Theorems and Saddle Point Theorems on FC-spaces [J] . PIAO YONG-JIE ,YIN ZHE . 数学研究通讯 . 2009,第002期
• 4. 大科学装置HIAF上的中高能核物理实验 [C] . 陈旭荣 . 第十七届全国中高能核物理大会 . 2017
• 5. J-TEXT装置上ECE系统的发展及相关物理现象的研究 [A] . 阮博文 . 2018