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Femto
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I am sorry if the question is naive. In N=1 SUSY, for every boson we have a fermionic partner (and an auxilliary field) and vice-versa. When N>1 how many superpartners do we have given a boson (or a fermion)? Is it N?
N=1 SUSY (supersymmetry) is a theoretical framework in particle physics that proposes a symmetry between fermions and bosons. It suggests that for every known boson (particles with integer spin) there is a corresponding fermion (particles with half-integer spin) and vice versa.
In N=1 SUSY, one boson and one fermion are predicted to have a superpartner. For example, the electron (fermion) would have a superpartner called the selectron (boson).
N=1 SUSY is important because it provides a solution to some of the problems in the Standard Model of particle physics. It can help explain the hierarchy problem, dark matter, and the unification of fundamental forces.
Currently, there is no direct evidence for N=1 SUSY. However, some indirect evidence has been found through experiments at the Large Hadron Collider (LHC) and other particle accelerators. Further research and experiments are needed to confirm its existence.
If N=1 SUSY is proven to be true, it would have significant implications for the field of particle physics. It would provide a deeper understanding of the fundamental building blocks of the universe and could lead to the discovery of new particles and forces. It could also have implications for cosmology, as it could help explain the origins of dark matter and the early universe.