xahlee.org
Xah Lee Profile/Contacts
http://www.xahlee.org/Periodic_dosage_dir/t1/presences.html
By Xah Lee. Date:. This page contains my contact info and a short profile and interests. My name is Xah Lee. (李杀, aka: polyglut, p0lyglut) Am Chinese by blood, but lived most of my adult life in California, USA. I do computer programing for a living, since 1995. My credentials are mostly my website xahlee.org, developed since 1996 and is on going. Notably, visited by 9 thousands visitors per day, linked from hundreds of math edu institutions and programing websites, and cited in a few math text b...Athei...
math-stat.net
Geometry YAKUP ARI
http://www.math-stat.net/geometry.htm
Introduction to Tensor Calculus and Continuum Mechanics. By John H. Heinbockel. Topics in Differential Geometry. By Peter W. Michor. Natural operations in differential geometry. By Peter W. Michor, Ivan Kolar, and Jan Slovak. Intrinsic Geometry of Surfaces. By A D. Aleksandrov, and V. A. Zalgaller. An Introduction to Riemannian Geometry. By Sigmundur Gudmundsson, and Lund University. Riemann Surfaces, Dynamics and Geometry. Invariance Theory, the Heat Equation, and the Atiyah-Singer Index Theorem.
xahlee.info
Geometry: Gallery of Surfaces
http://www.xahlee.info/surface/gallery.html
Geometry: Gallery of Surfaces. Geometry: Gallery of Minimal Surfaces (H=0). Surfaces showing the Projective Plane. Spherical Surfaces (K = 1). K=1 Surface of Revolution. Pseudospherical surfaces (K = -1). Conic K=-1 Surface of Revolution. Hyperbolic K=-1 Surface of Revolution. CMC Surfaces (H = 1). Hyperboloid of One Sheet. Hyperboloid of Two Sheet. Computer Graphics Toy Surfaces. The following surfaces have no mathematical significance. They are more for the looks. References and related websites.
virtualmathmuseum.org
Virtual Math Museum
http://virtualmathmuseum.org/gallery4.html
The group in charge of the 3D-XplorMath software development project and the related Virtual Mathematics Museum website project is the 3DXM Consortium. An international volunteer group of mathematicians. The Consortium gratefully acknowledges ongoing support for these projects by The National Science Foundation. DUE Award #0514781) and is grateful to the Mathematics Department of The University of California at Irvine. For hosting the 3D-XplorMath and Virtual Mathematical Museum websites.
3d-xplormath.org
3D-XplorMath Homepage
http://www.3d-xplormath.org/index.html
The Breather Pseudospherical Surface. Versions of 3D-XplorMath prior to Version 10.7 are incompatible with Version 10.7 (Lion) or later of Mac OS X. This is because they were compiled for the PowerPC chip and Apple removed the Rosetta PowerPC emulator from Lion. Version 10.7 and later of 3D-XplorMath are compiled to run native on Intel-based Macs, so if you are running a current version of Mac OS X you must upgrade 3D-XplorMath to Version10.7 or later. Announcement (June, 2016):. Each exhibit has its own...
3d-xplormath.org
3D-XplorMath Consortium
http://www.3d-xplormath.org/consortium.html
University of California, Irvine, USA. Hobart and William Smith Colleges, USA. University of California, Irvine, USA. Technical University Berlin, Germany. Tokyo Metropolitan University, Japan. Indiana University, USA. The University of Adelaide, Australia. Einstein Institute, Israel. Osaka City University, Japan. Alexander Cruz Morales, Tokyo Metropolitan University, Japan. Stefan Horocholyn, Tokyo Metropolitan University, Japan. Universidad de Guanajuato, Guanajuato México.
