Comparative Analysis of Euclid, Lobachevsky and Rieman Geometries

Authors

  • Hakimova D. A. Assistant, Tashkent State University of Transport
  • Shamsiyeva O’. N. Assistant, Tashkent State University of Transport
  • To’rayev A. T. Assistant, Tashkent State University of Transport

Keywords:

Hippocratic problem, Euclidean, Lobachevsky, Riemannian geometries

Abstract

This article is devoted to solving some geometric problems in Lobachevsky geometry, in particular, finding the distance between two points in the Lobachevsky plane, its parametric representation. In addition, Lobachevsky's and Euclid's geometries were comparatively analyzed, including: different geometric properties between them were studied.

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Published

2024-05-07

How to Cite

A., H. D. ., N., S. O. ., & T., T. A. . (2024). Comparative Analysis of Euclid, Lobachevsky and Rieman Geometries. EUROPEAN JOURNAL OF INNOVATION IN NONFORMAL EDUCATION, 4(5), 29–32. Retrieved from https://inovatus.es/index.php/ejine/article/view/3071

Issue

Vol. 4 No. 5 (2024): European Journal of Innovation in Nonformal Education

Section

Articles

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