Going the distance [2D geometry]

Glassner A.

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Going the distance [2D geometry]

机译：走远[2D几何]

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One of the fun aspects of non-Euclidean geometries is discovering how familiar shapes change under new rules. The new rules mean we have to think about distances differently than in the world Euclid described. The author looks at a couple of simple 2D geometries that obey different distance rules than those that Euclid described.

机译：非欧几里得几何的有趣方面之一是发现在新规则下熟悉的形状如何变化。新的规则意味着我们必须以不同于欧几里得描述的距离来考虑距离。作者研究了几个简单的2D几何，它们遵循与Euclid描述的规则不同的距离规则。

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《IEEE Computer Graphics and Applications》 |1997年第1期|P.78-84|共7页
作者
Glassner A.;
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正文语种 eng
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2. Solution structure of the conserved segment of the Myb cognate DNA sequence by 2D NMR, spectral simulation, restrained energy minimization, and distance geometry calculations. [J] . Radha PK, Madan A, Nibedita R, Biochemistry . 1995,第17期

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Going the distance [2D geometry]

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