Description: A number theory based upon perfect symmetry modelled throughout arithmetic, algebra, analytic geometry, analytic trigonometry and calculus.
Keywords: number theory, number system, number, perfect symmetry, symmetry, symmetric, symmetrical, invariance, invariant, group theory, perfect, perfection, formalism, axiomatics, axiom, formalist axiomatics, philosophy of math, foundations of math, mathematical logic, isomorphic systems, isomorphism, real numbers, imaginary number, unit imaginary number, complex numbers, hypercomplex numbers, quaternions, octonions, sedenions, pathions, chingons, routons, voudons, MSC, mathematical logic and foundations, model theory, models of arithmetic, new math, non-Diophantine arithmetic, projective arithmetic, dual arithmetic, math education, ISIS, ISIS symmetry, number theory web, symmetry math, Mark Burgin, Jack Kuykendall, Derek Nalls, Patrick Wu
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2024年11月04日