''FUNDAMENTALS OF GEOMETRY'' IN HIGHER EDUCATION
Keywords:
This topic has evolved as the scientific foundation for non-Euclidean geometry.Abstract
Methods and tools for teaching mathematics with other topics at higher education institutions have advanced in modern times. "Foundations of Geometry" is a subject taught in mathematics education departments of higher education institutions.
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References
Кампо, Н.; Пападопулос, А. "О так называемой неевклидовой геометрии Клейна" М.: ДМК Пресс; 2014. стр.91-136.
Розенфельд Б.А. Неевклидовы пространства. М.: Наука, 1969.
Artikbayev A., & Safarov T. “Gеоmеtriya аsоslаri” fаnini oʻqitishgа zаmоnаviy yondаshish hаqidа. Fizika, matematika va informatika jurnal. 2023; №2.
Buda, J. "Integrating Non-Euclidean Geometry into High School”. Honors Thesis; 2017, 173.
Cederberg, J.N. A Course in Modern Geometries. Undergraduate Texts in Mathematics. Springer Science & Business Media; 2004.
Francesco C., Boccaletti D., Roberto C. The Mathematics of Minkowski Space-Time: With an Introduction to Commutative Hypercomplex Numbers. Monograph. Frontiers in Mathematics; 2008.
Wylie, C. R. Foundation of geometry. Textbook. Dover Publications; 2009.
Holme, A. Geometry: Our Cultural Heritage. Springer Berlin, Heidelberg; 2010. https://doi.org/10.1007/978-3-642-14441-7
Vincent A., & Athanase, P. Eighteen Essays in Non-Euclidean Geometry. EMS IRMA Lectures in Math. and Theoretical Physics; 2019.
Bertrand A., W. Russell. Foundations of geometry. Cambridge at the University Press; 2016.
