MINT-WIGRIS

International Conference on Quantum Physics and Nuclear Engineering

March 14-16, 2016 London, UK

Kalmbach H E Gudrun

MINT Verlag Germany

Posters & Accepted Abstracts: J Laser Opt Photonics

Abstract :

Dynamical geometries for octonian coordinates: e0 vector projections: 1. Euclidean, spin 2. spherical volume, entropy 3. orbits of systems about a central axis 4. rotated vector cone, whirl 5. barycenter in volume, particle 6. wave, frequency, world line of a system with momentum, p=mv 7. cylindrical helix, light Physical system: In mathematical terms, it is an object characterized by its properties; in physical terms it is a portion P of the physical world W chosen for analysis. WIGRIS Descriptions 0 vectorial bifurcation to EM EM(pot) 1, GR E(pot) 5 (potentials, quarks); EM to E(magn) 4, E(heat) 2; GR to E(rot) 3, E(kin) 6; 2,3,4,6 to 8 gluons of SI, then heat chaos occurs. Notations: EM electromagnetism, magn magnetism, rot rotation, kin kinetic, Gleason measures as GF triples; spaces Rn (Cn) n-dimensional real (complex) space, Sn unit sphere in R(n+1), CPn complex projective space with coordinates; list of (pseudo) particles or vectors; energy E, interactions (EMI electromagnetic, GR gravity, SI strong, WI weak), integration or relativities (SR special, AG general relativity): 1. 123 GF, 1234 spacetime R4 linear Euclidean, weak bosons and spin, WI and EM, Hopf geometry with S3, EM charge 2. 246 GF, CP2 complex projective 2-dimensional for inner spaces of energy systems with boundary S2, spherical, phonon, heat, 1246, inner pressure, rgb-graviton 3. 347 GF, orbits and flat conic sections of a rotating system about an axis, angular momentum, 3457, GR cosmic speeds 4. 145 GF, light cone Minkowski metric SR, 1456 (with frequency/speed added), leptons, WI/SI coordinates in SR motion, speed inversion to dark energy 5. 257 GF, Schwarzschild radius and metric AG, Higgs boson and mass, GR, radius inversion for mass systems to dark matter 6. 365 GF, complex 3-dimensional SI space C3 123456 and S5, rotor, nucleon, gluon, 6 cooroll mill as SI 6 cycle for energy integrations, linear momentum 7. 176 GF, cylindrical helix geometry, rolled circle S1, atom, photon, EMI, functions exp(i�?) There are three 4-dimensional subspaces: 1234 of spin (weak interaction and electromagnetism) ��? the WI/EM spacetime of physics, the light cone 1456 and the nuclear rotor 2356 of WIGRIS. Complex numbers are used for GF measures. In quantum mechanics, they are used for complex wave functions �?; they are not observables, but only �? �?* as real probability distribution for their location in space. There are three characters of systems P shown in experiments: In measurements, they can behave like waves (6,7), they can behave like particles (1,5), and whirls (3,4) is added as a third character. For volumes with pressure of its inner energies, the heat equation adds entropy. The inner volumes (grids) arise as complex projective space CP2 from the SI space C3. Other spacetime grids belong to the Heisenberg uncertainties. The WIGRIS dynamics is a design which shows how nucleons inner energies develop and act for generating its experimentally verified properties. Newly added to quantum physical items are the GF for measurements, projective geometries and as group the Moebius transformations MT which contain the Pauli matrices, the Schwarzschild factor G matrix of order 6, the SR M matrix of order 2, the nucleon triangle symmetry D3 matrices. D3 and the conjugation operator C of physics generate a group of order 12, isomorphic to the one generated by G, M, for the two fermionic series of particles.

Biography :

Kalmbach H E Gudrun, from 1967 to 1969, was a Lecturer and Research Assistant at the University of Illinois, Urbana. Then, she was an Assistant Professor at the University of Massachusetts, Amherst (1970–1971) and at the Pennsylvania State University (1969–1975). She habilitated in 1975 at the University of Ulm and worked as Professor from 1975 on. She initiated in mathematics the female issue since 1982, founded the Emmy-Noether Association for this and MINT. The invention, naming and organizing of MINT (Mathematik, Informatik, Naturwissenschaften, Technik) is due to her.

Email: mint-01@maxi-dsl.de