Unhyperbolic
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I love math, programming, animation, Tango. And the San Francisco Bay Area. I studied math and computer science at Berkeley and was really fascinated by hyperbolic geometry. I gave a talk for general audiences. I am happy to be surrounded by so many smart engineers and talented artists. And am still developing and maintaing the ptolemy.
Identify the representations that correspond to geometric structures. There should be a similar condition for spherical CR-structures and real flag structures. Understand the mysterious duality between the shape and Ptolemy coordinates. Generalize the shape and Ptolemy coordinates to other Lie-groups and higher dimensional manifolds.
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Module is part of the popular 3-manifold software SnapPy. And can be used to find boundary-unipotent representations of a 3-manifold into PGLN,C and compute invariants such as volume and Chern-Simons invariant. The Ptolemy varities can be computed using Magma. Or retrieved automatically from our precomputed database. Data for SnapPy manifolds. Our data contains the primary decompositions of the Ptolemy varieties as well as the volume of each representation see notes and caveats. And Talk at ICERM.CONTENT
This web site states the following, "Module is part of the popular 3-manifold software SnapPy." Our analyzers saw that the web site stated " And can be used to find boundary-unipotent representations of a 3-manifold into PGLN,C and compute invariants such as volume and Chern-Simons invariant." The Website also said " The Ptolemy varities can be computed using Magma. Or retrieved automatically from our precomputed database. Our data contains the primary decompositions of the Ptolemy varieties as well as the volume of each representation see notes and caveats."SIMILAR WEB PAGES
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