Interesting
ways of modeling ‘fundamental’ particles continue to develop
along with algebras to use experimentally. The standard model of
quantum physics doesn't use Octonion or Dixon algebra that could be
valid ways of finding sharper descriptions of the way things spin.
Spin
and non-commutativity are important concepts about particles that may
be represented algebraically
http://www.7stones.com/Homepage/_matter_dominant.pdf
Geoffrey Dixon “The Standard Model arises from T := C⊗H⊗O”
The
concept of finding deeper math that scientists can use is encouraging
for those interested in learning how the mass-energy of this apparent
Universe works. Hilbert space allows non-Euclidean extension
of space representation to any number of dimensions. Algebraic
representation of particles in any number of dimensions might be
turbo-charged theoretically with new approaches.
using
Octonians to develop the standard model of physics particle-waves
https://journals.aps.org/prd/abstract/10.1103/PhysRevD.86.025024
Unified
theory of ideals
http://www.tunl.duke.edu/nnpss/lectures/19/NNPSS-I.pdf
Fundamental symmetries of the standard model
No comments:
Post a Comment