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conic sections
Geflecteerde vorm van conic section
Vertaling van "conic sections" in Chinees
圆锥部分
圆锥曲线
圆锥节
He worked on conic sections and produced important theorems in projective geometry.
他工作的圆锥部分和制作重要定理在射影几何。
Sturm's theoretical work in mathematical physics involved the study of caustic curves, and poles and polars of conic sections.
斯特姆的理论工作在数学物理的研究涉及苛性曲线，并两极和两极的圆锥部分。
These four treatises on conic sections, higher plane curves, modern higher algebra, and the geometry of three dimensions not only gave a comprehensive treatment of their respective fields but also were written with a clarity of expression and an elegance of style that made them models of what a textbook should be.
麦康奈尔中写道： 这四个论文的圆锥部分，较高的平面曲线，现代高等代数和几何三个方面不仅进行了全面治疗各自的领域，也写了明确的表达和优雅的风格，使他们模型教科书什么应。
Perhaps even more remarkable is the fact that Khayyam states that the solution of this cubic requires the use of conic sections and that it cannot be solved by ruler and compass methods, a result which would not be proved for another 750 years.
也许更引人注目的事实是，海亚姆指出，解决这一立方米需要使用圆锥部分 ，它不可能得到解决的尺子和指南针 的方法，这一结果将不会再证明七百五十年。
At Halle, Scherk taught a wide range of courses such as: analytic geometry of lines and the conic sections; analytic geometry of lines and surfaces of the first and second degree; algebra and algebraic geometry; plane and spherical trigonometry; integral calculus; and differential calculus and its application to algebra, analysis and geometry.
在哈雷，舍尔克讲授了广泛的课程，如：解析几何的线路和圆锥部分；解析几何线和面的第一和第二学位；代数和代数几何；平面和球面三角；积分；和差别微积分及其应用代数，几何分析。
One was a paper on giving geometrical results on conic sections, the other was on light, in particular on double refraction in which he gave a clear construction of the Fresnel wave surface.
其中之一是一份关于给予几何结果圆锥部分， 另一个是轻，特别是关于双重折射 他在信中给予了明确的建设的菲涅耳波面。
The first volume looks at topics such as: arithmetic including discussion of square and cube roots, arithmetical and geometrical progressions, compound interest, double position and permutations and combinations; logarithms; algebra including the study of quadratic equations and the Cardan - Tartaglia method for cubic equations; geometry which follows the approach in Euclid's Elements; surveying; and conic sections.
首先着眼于量的主题，如：算术包括讨论广场和立方体根源，算术和几何级数，复利，双重立场，排列和组合；对数；代数包括研究二次方程式和卡丹-塔尔塔利亚方法立方米方程；几何如下的做法几何 原本； 测量；和圆锥部分。
His most important writings were written in that language, however, his edition of Euclid, after its first publication in Latin, appeared in English, as did a treatise on conic sections that he wrote for the benefit of his students.
他最重要的著作是在该书面语言，然而，他出版的欧几里得后，第一次在拉美的出版物，出现在英文，因为做了论文的圆锥部分， 他写道，造福于他的学生。
The book he read at this stage of his education which he found most attractive was a Japanese translation of Salmon's A treatise on conic sections.
这本书他读在这一阶段的教育，他认为最有吸引力的是日本人翻译的鲑鱼之论圆锥部分。
During periods when construction work had to stop due to floods, he studied mathematics from some textbooks he had with him, such as Jordan's Cours d'Analyse and Salmon's text on the analytic geometry of conic sections.
在建设时期的工作不得不停止由于水灾，他研究数学的一些教科书，他与他，如约旦19/06/07德分析和 鲑鱼的文字解析几何的圆锥部分。
The first students of conic sections, and possibly Theaetetus, the creator of solid geometry, were members of the Academy.
第一个学生的圆锥部分， 并可能 泰特托斯，创作者的立体几何，成员的学院。
In a major work in 1885 he looked in detail at the work of Apollonius on conic sections and showed that Apollonius used oblique coordinates.
在一个主要工作， 1885年他期待详细的工作阿波罗纽斯的圆锥部分和显示，阿波罗纽斯用斜坐标。
For example the paper describes three letters he exchanged with Zeuthen dealing with questions in the Greek theory of conic sections and the significance of certain constructions by means of "neusis."
例如，介绍了三封信，他Zeuthen交换与处理的问题在希腊理论的圆锥部分和重要意义的某些建筑的方式" neusis 。"
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Synoniemen voor conic sections in het Engels
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