TITLE:
What Will Happen, If Zero SpinParticle Possesses Spin Rotational Construction, With Non-Zero Eigenvalues Of Spin Angular Momentum?
AUTHORS:
ShaoXu Ren
KEYWORDS:
zero spin particle ; non-Hermitian matrix ; non-zero eigenvalues ; Casimir operator ; the third component ; Spin Topological Space, STS ; binding energy of spin particles
JOURNAL NAME:
Journal of Modern Physics,
Vol.7 No.16,
December
5,
2016
ABSTRACT: There is no any spin rotational construction for zero spin particle, Casimir
operator and the thired component of zero spin particle areandrespectively. Further, there are no spin interactions between zero spin particle and
other spin particles.
This paper shows: in Spin Topological Space, STS [1], the third component of
zero spin particle possesses non-zero eigenvalues besides original zero value, this
leads to a miraculous spin interaction phenomenon between zero spin particle and
other spin particles. In STS, zero spin particle could "dissolve other spin particles",
degrade the values of their Casimir operator, and decay these spin particles into
other forms of spin particle.