Significats de lobachevskian geometry en anglès

The most important such geometry is hyperbolic geometry, the original example of a non-Euclidean geometry discovered by Bolyai, Gauss, and Lobatchevski.

Being able to hold a three-dimensional object in one's hands could help decipher certain concepts such as hyperbolic geometry, Dr McLeod said.

She gained widespread recognition for her early results in hyperbolic geometry, and her most recent work constitutes a major advance in dynamical systems.