In 1997 a math professor at Cornell University, Dr. Daina Taimina, discovered that it was possible to create a physical model of a hyperbolic plane using the art of crochet. Many mathematicians tho...

In 1997 a math professor at Cornell University, Dr. Daina Taimina, discovered that it was possible to create a physical model of a hyperbolic plane using the art of crochet. Many mathematicians tho...

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Hyperbolic geometry - Wikipedia

Hyperbolic geometry - Wikipedia

"this frighteningly bizarre architect shared his English contemporaries' impatience with notions of beauty, harmony, proportion and so on. He went for energy, clashing masses, terrible shrieks, hyperbolic geometry."

"this frighteningly bizarre architect shared his English contemporaries' impatience with notions of beauty, harmony, proportion and so on. He went for energy, clashing masses, terrible shrieks, hyperbolic geometry."

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Hyperbolic geometry - Wikipedia - Lines through a given point and parallel to a given line, illustrated in the Poincaré disk model

Hyperbolic geometry - Wikipedia - Lines through a given point and parallel to a given line, illustrated in the Poincaré disk model

Hyperbolic geometry - Wikipedia, the free encyclopedia

Hyperbolic geometry - Wikipedia, the free encyclopedia

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Conformal Models of Hyperbolic Geometry (51)

Conformal Models of Hyperbolic Geometry (51)

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A triangle immersed in a saddle-shape plane (a hyperbolic paraboloid), as well as two diverging ultra-parallel lines

A triangle immersed in a saddle-shape plane (a hyperbolic paraboloid), as well as two diverging ultra-parallel lines

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