हाइपरबोलिक-ज्यामिति इसके अंग्रेजी अर्थ का उदाहरण

The conjecture was proved by Greg McShane and Igor Rivin in 1995 using techniques from hyperbolic geometry.

Motivated by the work of Schweikart, Taurinus examined the model of geometry on a "sphere" of imaginary radius, which he called "logarithmic-spherical" (now called hyperbolic geometry).

The inspiration came from various existing mathematical theories: hyperbolic geometry but also low-dimensional topology (in particular the results of Max Dehn concerning the fundamental group of a hyperbolic Riemann surface, and more complex phenomena in three-dimensional topology), and combinatorial group theory.

The pseudosphere has the appropriate curvature to model hyperbolic geometry.

Lambert quadrilateral in hyperbolic geometry.