Bulletin of the American Physical Society
APS March Meeting 2020
Volume 65, Number 1
Monday–Friday, March 2–6, 2020; Denver, Colorado
Session P09: Quantum Foundations II
2:30 PM–5:30 PM,
Wednesday, March 4, 2020
Room: 106
Sponsoring
Unit:
DQI
Chair: Mark Wilde, Louisiana State University, Baton Rouge
Abstract: P09.00002 : The Nakano-Nishijima-Gell-Mann Formula From Galois Fields
Presenter:
Satoshi Tanda
(Applied Physics, Hokkaido University)
Authors:
Satoshi Tanda
(Applied Physics, Hokkaido University)
Tomoo Ohaga
(Applied Physics, Hokkaido University)
Keiji Nakatsugawa
(Applied Physics, Hokkaido University)
Toshiyuki Fujii
(Physics, Asahikawa Medical University)
Toyoki Matsuyama
(Physics, Nara University of Education)
Collaboration:
Center of Education and Research for Topological Science and Technology, Hokkaido University
Here, we reexamine previous model [2] using isospin Iz. Consequently, instead of the NNG formula, we obtained the alternate formula Q = 2(n + Iz), where Q is charge number and n is multi-valuedness in Galois field. These results may be a starting point to develop a theory without many problems of infinity.
1) J.-P. Luminet et al.: Nature 425 (2003) 593.
2) H. R. Coish: Phys.Rev. 114 (1959) 383.
3) Y. Nambu, Field Theory of Galois Fields, In I. A. Batalin (ed), Quantum Field Theory and Quantum Statistics, Vol. 1, p. 625. IOP Publishing, 1987, also in Broken Symmetry, World Scientific Pub. Co. Inc., 1995.
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