A triangle tesselation in the hyperbolic plane, drawn in the
By A Mystery Man Writer
Description
![A triangle tesselation in the hyperbolic plane, drawn in the](https://i1.rgstatic.net/ii/profile.image/886001664815105-1588250666212_Q64/Riccardo-Benedetti-4.jpg)
William GOLDMAN, Professor (Full), Ph.D., University of Maryland, College Park, MD, UMD, UMCP, University of Maryland College Park, Department of Mathematics
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Franz-Erich-Wolter/publication/224180772/figure/fig1/AS:302891299557387@1449226321608/The-manifold-defined-by-z-3-yz-2-x-0-Calculated-in-axis-range-from-5-to-5_Q320.jpg)
A triangle tesselation in the hyperbolic plane, drawn in the
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Virginie-Charette/publication/51916594/figure/fig2/AS:667769704022033@1536220112823/The-complement-of-two-disjoint-discs-in-RP-2-is-homeomorphic-to-a-2-holed-cross-surface_Q320.jpg)
William GOLDMAN, Professor (Full), Ph.D., University of Maryland, College Park, MD, UMD, UMCP, University of Maryland College Park, Department of Mathematics
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Luca-Sbano/publication/1775686/figure/fig2/AS:340889277878276@1458285745964/The-projection-F-R-2-close-to-0-x-1-R-2-S-where-s-1-x-1-is-an_Q320.jpg)
The projection µ : ∆ F → R 2 close to (0, x 1 ) ∈ R 2 × S where (s 1
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/William-Goldman-2/publication/1923394/figure/fig4/AS:667772845563906@1536220861146/A-degree-one-map-from-a-genus-3-surface-to-a-genus-2-surface-which-collapses-a-handle_Q320.jpg)
A triangle tesselation in the hyperbolic plane, drawn in the
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/William-Goldman-2/publication/1923394/figure/fig5/AS:667772845563909@1536220861287/A-deformation-of-a-Fuchsian-representation-preserving-an-exotic-convex-domain-The_Q320.jpg)
A triangle tesselation in the hyperbolic plane, drawn in the
![A triangle tesselation in the hyperbolic plane, drawn in the](https://c5.rgstatic.net/m/437738464651637/images/template/default/profile/profile_default_l.jpg)
William GOLDMAN, Professor (Full), Ph.D., University of Maryland, College Park, MD, UMD, UMCP, University of Maryland College Park, Department of Mathematics
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Luca-Sbano/publication/1775686/figure/fig1/AS:340889277878274@1458285745932/Schematic-diagram-of-the-discriminant-F-with-cusped-ridge-along-0-S-showing-the_Q320.jpg)
Schematic diagram of the discriminant ∆ F with cusped ridge along 0 ×
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Todd-Drumm/publication/242571069/figure/fig1/AS:340391279775757@1458167013914/A-crooked-plane_Q320.jpg)
William GOLDMAN, Professor (Full), Ph.D., University of Maryland, College Park, MD, UMD, UMCP, University of Maryland College Park, Department of Mathematics
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/publication/1923394/figure/fig1/AS:279593631141901@1443671724918/A-triangle-tesselation-in-the-hyperbolic-plane-drawn-in-the-Beltrami-Klein-projective.png)
A triangle tesselation in the hyperbolic plane, drawn in the
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Luca-Sbano/publication/1775686/figure/fig5/AS:667706772688897@1536205108051/The-solution-locus-1-F-given-by-Rm-0-for-m-3-q-2-at-a-point-where-b-0-b-0-0_Q320.jpg)
The projection µ : ∆ F → R 2 close to (0, x 1 ) ∈ R 2 × S where (s 1
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Luca-Sbano/publication/1775686/figure/fig3/AS:667706772697088@1536205108004/Schematic-bifurcation-diagram-for-d-k-1-q-2-and-m-2-see-text-showing-end-arcs_Q320.jpg)
Envelopes in S 2 , sketched in the plane: (a) Local configuration of
![A triangle tesselation in the hyperbolic plane, drawn in the](https://www.researchgate.net/profile/Suhyoung-Choi/publication/242428343/figure/fig1/AS:670713333694480@1536921928657/Dynamics-of-a-projective-transformation_Q320.jpg)
William GOLDMAN, Professor (Full), Ph.D., University of Maryland, College Park, MD, UMD, UMCP, University of Maryland College Park, Department of Mathematics
from
per adult (price varies by group size)