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unhyperbolic.org

Unhyperbolic

I am Matthias Goerner (or Görner in native German spelling). 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. Explaining my research as an informal thesis defense (there is no defense at the Berkeley math department). I am happy to be surrounded by so many smart engineers and talented artists. And am still developing and maintaing the ptolemy.

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Unhyperbolic | unhyperbolic.org Reviews
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I am Matthias Goerner (or Görner in native German spelling). 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. Explaining my research as an informal thesis defense (there is no defense at the Berkeley math department). I am happy to be surrounded by so many smart engineers and talented artists. And am still developing and maintaing the ptolemy.
<META>
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1 about me
2 research
3 ptolemy
4 math links
5 old website
6 first trailer
7 second trailer
8 photography siyu wu
9 coupons
10 reviews
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Unhyperbolic | unhyperbolic.org Reviews

https://unhyperbolic.org

I am Matthias Goerner (or Görner in native German spelling). 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. Explaining my research as an informal thesis defense (there is no defense at the Berkeley math department). I am happy to be surrounded by so many smart engineers and talented artists. And am still developing and maintaing the ptolemy.

SUBDOMAINS

curve.unhyperbolic.org curve.unhyperbolic.org

Computing and Understanding Representation Varieties Efficiently

Identify the representations that correspond to geometric structures. A PGL(2,C)-representation corresponds to a hyperbolic structure if all shapes have positive imaginary part. 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.

ptolemy.unhyperbolic.org ptolemy.unhyperbolic.org

Unhyperbolic

Module is part of the popular 3-manifold software SnapPy. And can be used to find boundary-unipotent representations of a 3-manifold into PGL(N,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.

INTERNAL PAGES

unhyperbolic.org unhyperbolic.org
1

Unhyperbolic

http://www.unhyperbolic.org/intro.html

Math and especially 3-dimensional geometry are most fascinating subjects. On this page, I am trying to give an introduction to the areas which fascinate me that is suitable for non-mathematicians as well. Of hyperbolic geometry in layman terms. Knot Not ( Part 1. Explaining why the complement of the Boromean rings is hyperbolic. Bill Thurson's Lecture The Mystery of 3-Manifolds. Bernd Sturmfels' Lecture on Gröbner Bases. Life of a mathematician: Shiing-Shen Chern. Armstrong and Miller's Physics Special.

2

Matthias Goerner

http://www.unhyperbolic.org/berkeley

Math 411, Spring 2012. Please visit my new webpage: unhyperbolic.org. Or an even older webpage. I am Matthias Görner (please spell me Matthias Go e. Rner if you do not have ö on your keyboard). I am teaching Math 411. In Spring 2012 while being a PostDoc in math at University of Maryland (Office: 4101 Math Building, University of Maryland). I was a PhD student in the math-department. And a Masters student in Computer Science. At University of California, Berkeley. I am also working with Christian Zickert.

3

Unhyperbolic

http://www.unhyperbolic.org/cv.html

Software Engineer at Pixar Animation Studios. June 2012 - ). PostDoc at University of Maryland. January 2012 - May 2012). Working with Christian Zickert. On representations of 3-manifold groups and software to compute them. Intern at Pixar Animation Studios. September 2011 - December 2011). UC Berkeley (December 2011). Title: Visualizing Regular Tessellations: Principal Congruence Links and Equivariant Morphisms from Surfaces to 3-Manifolds. Outside committee member: Carlo Sequin.

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curve.unhyperbolic.org curve.unhyperbolic.org

Computing and Understanding Representation Varieties Efficiently

http://www.curve.unhyperbolic.org/people.html

Institut de Mathématiques de Jussieu. Georgia Institute of Technology. Institut de Mathématiques de Jussieu. Institut de Mathématiques de Jussieu.

sgt.imj-prg.fr sgt.imj-prg.fr

CURVE Conference » CURVE'2015

http://sgt.imj-prg.fr/www/curve2015

The Conference CURVE 2015 is located at University Paris 6 (UPMC), bâtiment Esclangon. From June 22nd to June 25th. Martin Deraux, Antonin Guilloux. And the Graphene Theme.

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I am Matthias Goerner (or Görner in native German spelling). 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. Explaining my research as an informal thesis defense (there is no defense at the Berkeley math department). I am happy to be surrounded by so many smart engineers and talented artists. And am still developing and maintaing the ptolemy.

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