Add to ORKGThe classical Euclidean geometry is widely used in all fields of science, engineering and other art fields. The hyperbolic and elliptic non Euclidean geometries are applied in theoretical physics and cosmology. In this short paper, we have come across an interesting non geometrical phenomenon
How can we convince students, who have mainly learned to follow given mathematical rules, that mathe...
SummariesThe researches into non-Euclidean geometry from Saccheri 1733 to Riemann 1854 and Beltrami ...
Práce se zabývá vznikem a popisem neeukleidovské geometrie a jejím rozdělením na hyperbolickou a eli...
Non-Euclidean, or hyperbolic, geometry was created in the first half of the nineteenth century in th...
SummariesThe researches into non-Euclidean geometry from Saccheri 1733 to Riemann 1854 and Beltrami ...
The work deals with the origin and description of non-Euclidean geometry and its division into hyper...
The setting Like many fundamental mathematical discoveries, non-euclidean geometry was first receive...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
Examines various attempts to prove Euclid's parallel postulate — by the Greeks, Arabs and Renaissanc...
Euclid introduced five postulates as the fundamentals for the study of geometry. Over time his fifth...
These two remarks are really about the way modern mathematicians interpret the ancient theories. Fur...
Hyperbolic Geometry appeared in the first half of the 19th century as an attempt to understand Eucli...
This paper builds two detailed examples of generalized normal in non-Euclidean spaces, i.e., the hy...
This paper builds two detailed examples of generalized normal in non-Euclidean spaces, i.e., the hy...
How can we convince students, who have mainly learned to follow given mathematical rules, that mathe...
SummariesThe researches into non-Euclidean geometry from Saccheri 1733 to Riemann 1854 and Beltrami ...
Práce se zabývá vznikem a popisem neeukleidovské geometrie a jejím rozdělením na hyperbolickou a eli...
Non-Euclidean, or hyperbolic, geometry was created in the first half of the nineteenth century in th...
SummariesThe researches into non-Euclidean geometry from Saccheri 1733 to Riemann 1854 and Beltrami ...
The work deals with the origin and description of non-Euclidean geometry and its division into hyper...
The setting Like many fundamental mathematical discoveries, non-euclidean geometry was first receive...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
Examines various attempts to prove Euclid's parallel postulate — by the Greeks, Arabs and Renaissanc...
Euclid introduced five postulates as the fundamentals for the study of geometry. Over time his fifth...
These two remarks are really about the way modern mathematicians interpret the ancient theories. Fur...
Hyperbolic Geometry appeared in the first half of the 19th century as an attempt to understand Eucli...
This paper builds two detailed examples of generalized normal in non-Euclidean spaces, i.e., the hy...
This paper builds two detailed examples of generalized normal in non-Euclidean spaces, i.e., the hy...
How can we convince students, who have mainly learned to follow given mathematical rules, that mathe...
SummariesThe researches into non-Euclidean geometry from Saccheri 1733 to Riemann 1854 and Beltrami ...
Práce se zabývá vznikem a popisem neeukleidovské geometrie a jejím rozdělením na hyperbolickou a eli...