triangle inequality
释义
三角不等式；
英英释义
Triangle inequality
In mathematics, the triangle inequality states that for any triangle, the sum of the lengths of any two sides must be greater than the length of the remaining side (and, if the setting is a Euclidean space, then the inequality is strict if the triangle is non-degenerate).Wolfram MathWorld - http://mathworld.
以上来源于:Wikipedia
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1. For instance, it's also the square of the Euclidean norm on R2, the length of a two-dimensional vector, a part of the triangle inequality, and quite a bit more.
例如，R 2的平方、二维向量的长度、三角不等式等都存在勾股定理。
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2. It is easy to construct an example which disproves the property of triangle inequality.
很容易构造一个不服从三角形不等式的例子。
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3. We deduced equal perimeter inequality of triangle and quadrangle by elementary mathematical methods first and solved general equal perimeter problems by using methods of Fourier series.
本文首先使用初等方法导出三角形与四边形的等周不等式，进而用富里埃级数方法解决了一般等周问题。
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4. This paper presents a simple deduction of an inequality for heavy weighted triangles, and with it some new quadratic inequalities of three variants at any point within a triangle.
给出了大加权三角形不等式的一个简单推论，由之简捷地推导出一些新的涉及三角形内部任一点的三元二次型不等式。
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5. You can say that the proof USES nothing beyond elementary matrix theory, repeated use of the triangle inequality, and the pigeonhole principle.
你可以简要地说其实证明就是初等矩阵理论，三角不等式和鸽笼原理的运用。
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6. To establish a triangle inequality with exponent parameter.
建立一个含指数参数的三角形不等式。
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7. This article has dealt vrith the relationships between complex number and triangle, geometry, inequality and binomial and their applications in related exercises.
本文探讨了复数与三角、几何、不等式和二项式的关系以及它在相关问题中的应用。
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8. This paper established two triangle inequalities containing angular parameter and the fundamental inequality of triangle was strengthened.
建立两个含角参数的三角形不等式，加强了三角形基本不等式。
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9. In [2], YIN Jing-rao gets the triangle inequality about simplex.
在[2]中尹景尧得出关于单纯形的一类三角不等式。
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10. We apply the method of bargcentric coordinates to give the proof of some geometric inequality conjectures about a motion point that is the triangle in sids.
利用三角形重心坐标证明涉及三角形内部一动点的若干几何不等式猜想。
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11. We apply the method of bargcentric coordinates to give the proof of some geometric inequality conjectures about a motion point that is the triangle in sids.
利用三角形重心坐标证明涉及三角形内部一动点的若干几何不等式猜想。
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triangle inequality
