Graphene, Emmy NOETHER's Theorem, LINDEMANN–WEIERSTRASS Theorem, and Gravitons: Revisited
Graphene, Emmy NOETHER's Theorem, LINDEMANN–WEIERSTRASS Theorem, and Gravitons: Revisited by Stefan Geier This post (these two posts) are of interest by relating to https://www.researchgate.net/.../360897799_ep_GELFOND's... : Facebook 23. October 2020 ... : Please, look at the graphene hexagons, nearly circles on the photo above (Hi, provided by Nobel Prize a few hours ago). Please, consider the symmetries by Emmy NOETHER (NOETHER' theorem), and Roger PENROSE (360°/n: n=1,2,3,4,6. In addition by us: LINDEMANN–WEIERSTRASS theorem brings in the #graviton with respect to the breaking of the hexagon-circle symmetry; see the theoretical, and empirical proof by Stefan Geier on facebook). In honor of Andre GEIM, Konstantin NOVOSELOV, and Roger PENROSE I propose the term "charge black hole" for "π * e^2". This circle is analogous to a black hole: This is because of #Graphenes π*α: π*α (*π^3), and δ(NEWTON’s cradle)=π*(α/π^3) can be transformed into π*e^2 /((...