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2000•Journal of Anqing Teachers CollegeRequires access

The relation between non-euclidean geometry and gemetric base

Xu Tian

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Abstract

We in troduce the Lobachevskian geometry and the Ricmanian geometry by proving the Euclidean of the fifth postulate.Then we get a important result:The produce of Non Euclidean amounce the absolution of the fifth postulute.

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What this paper is about

We in troduce the Lobachevskian geometry and the Ricmanian geometry by proving the Euclidean of the fifth postulate.Then we get a important result:The produce of Non Euclidean amounce the absolution of the fifth postulute.

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Available abstract

We in troduce the Lobachevskian geometry and the Ricmanian geometry by proving the Euclidean of the fifth postulate.Then we get a important result:The produce of Non Euclidean amounce the absolution of the fifth postulute.

Key concepts: Euclidean geometry, Base (topology), Geometry, Non-Euclidean geometry, Relation (database), Foundations of geometry, Mathematics, Absolute geometry

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