Quantum Gravity Research (QGR) research scientist Fang Fang discusses geometric frustration as it relates to QGR’s work on Emergence Theory. Lecture summary: This lecture talks about three different ways of resolving the geometric frustration for tetrahedra to tile the 3D space. It focuses on one of the solutions: rotational transformation […]
One discrete loop in the Quasicrystalline Spin Network (QSN). The blue 20-group is hopping between 30 positions along a Hamiltonian cycle, drawing an icosidodecahedron (an Archimedean polyhedron between the icosahedron and the dodecahedron, with the quasi-crystalline symmetry of the H3 Coxeter group). Love our work and want more content? Please […]
This visualization shows what happens when a 3-dimensional space passes through a 4-dimensional quasicrystal. Within the intersection there exist hundreds of icosahedrons and dodecahedrons which blip off and on as they pass into and out of our 3D world. The animation was created by Quantum Gravity Research’s geometer and visualization […]
Klee Irwin of Quantum Gravity Research discusses some geometric details about the 20-Group, a structure that is a fundamental part of the quasicrystalline spin network, our conjectured point space on which we aim to model physics. What is so interesting about this shape, the 20-Group, for unification physics? It relates […]
Love our work? Help us continue our research by joining our giving circle. Even just $1/month helps us further our cause: https://quantumgravityresearch.givingcircles.io Behind the scenes of a group of physicists working on a unified first-principles quantum gravity theory. This is the first such post of many. We hope you like […]
