« Geometric Algebra: a tutorial for graphics programmers » by Charles Gunn / TU Berlin
▻http://page.math.tu-berlin.de/~gunn/Documents/Papers/GAforCGTRaw.pdf #algebra #geometry
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ganja.js — Geometric Algebra Generator for Javascript / C++ / C# / Rust / Python, with operator overloading and algebraic literals
▻https://github.com/enkimute/ganja.js #algebra #geometry #generatorsGenerates Clifford algebras and sub-algebras of any signature and implements operator overloading and algebraic constants.
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Geometric Algebra For Computer Science, An Object Oriented Approach to Geometry — companion site of the book
▻http://www.geometricalgebra.net #algebra #geometry« Geometric algebra is a consistent computational framework for geometric programming. It has new, geometrically meaningful products to calculate directly with the subspaces of a vector space. This capability considerably reinforces and extends the linear algebra techniques traditionally used in computer graphics and robotics. It naturally integrates other useful frameworks (such as complex numbers, quaternions and Plücker coordinates.) into real geometry. […] »
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Roberto Torretti - Philosophy of Geometry from Riemann to Poincare (1978)
source: ▻https://archive.org/stream/PhilosophyOfGeometryFromRiemannToPoincare/Torretti-PhilosophyOfGeometryFromRiemannToPoincare#page/n0/mode/2up
– lien trouvé ici: ▻https://www.reddit.com/r/AcademicPhilosophy/comments/6ym74o/roberto_torretti_philosophy_of_geometry_from
– via ▻http://02mydafsoup-01.soup.io/post/631744974/Roberto-Torretti-Philosophy-of-Geometry-from-Riemann -
Mathematical Impressions: Goldberg Polyhedra
▻https://www.simonsfoundation.org/multimedia/mathematical-impressions-goldberg-polyhedraIn the 1930s, Michael Goldberg designed a family of highly symmetric spherical forms consisting of hexagons and pentagons. Because of their aesthetic appeal, organic feel and easily understood structure, they have since found a surprising number of applications ranging from golf-ball dimple patterns to nuclear-particle detector arrays …
Source: Simons Foundation: Advancing Research in Basic Science and Mathematics
#goldberg_polyhedra #george_hart #geometry #mathematics #michael_goldberg #geometry #mathematical_impressions #mathematics
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Un article de Jean-Paul Delahaye dans Pour la Science de juillet 2008 sur George Hart (et Bathsheba Grossman)
▻http://georgehart.com/cite/pour-la-science.pdf2008… parmi les pionniers de l’impression 3D
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Mathematical Impressions: Bicycle Tracks | Simons Foundation
▻https://www.simonsfoundation.org/multimedia/mathematical-impressions-bicycle-tracksCan you figure out which way a bicycle went based only on its tracks?
Source: Simons Foundation: Advancing Research in Basic Science and Mathematics
#sherlock_holmes #mathematics #geometry #bicycles #sir_arthur_conan_doyle #john_conway #peter_doyle #jane_gilman #william_thurston #bicycles #geometry #mathematical_impressions #mathematics
