-1

Is it possible to extend the standard model with super positioned particles: bosons+fermions at the same time.

Instead of 2 dual particles as SUSY suggests, a particle collapses to its supercharge after measurement.

I am not sure how this idea can be extended with respect to the commutation and anti commutation relations.

The fact we see only electron in nature can be justified by saying that the probability to find a super-electron $\propto e^{-t/\tau}$

PS: I am sorry if it's a mishmash of orthogonal ideas and theories.

0x90
  • 3,456

1 Answers1

0

As said in the comments, in the acceptable commutation and anti commutation relations of fermions and bosons, it's impossible to create a mathematical structure that will satisfies both the bosons commutation and fermions anticommutation relations, because they are mutually exclusive.

Another way to look at it is as suggested in the comments: it's is forbidden by superselection rules, because it's impossible to change the superselection rules by any measurement/operator.

0x90
  • 3,456