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What are some of the differences between and among Euclidean, Riemannian and Lobachevskian geometries?

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تم إضافة السؤال من قبل Alfred Jr. Santamaria , State Auditor , Commission on Audit
تاريخ النشر: 2016/09/12
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The Euclidean geometry is a geometry of flat space, while Riemannian, Lobachevski and also Gauss´s geometries which are historically and scientifically connected are for curved spaces, they are referred to as non-euclidean geometries too, because their postulates differs from euclidean geometry postulates, mainly the parallel postulate. 

 

 

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