  Supersymmetry (SUSY) relating bosons and fermions plays an important role in
unifying different fundamental interactions in particle physics. Since no
superpartners of elementary particles have been observed, SUSY, if present,
must be broken at low-energy. This makes it important to understand how SUSY is
realized and broken, and study their consequences. We show that an
$\mathcal{N}=(1,0)$ SUSY, arguably the simplest type, can be realized at the
edge of the Moore-Read quantum Hall state. Depending on the absence or presence
of edge reconstruction, both SUSY-preserving and SUSY broken phases can be
realized in the same system, allowing for their unified description. The
significance of the gapless fermionic Goldstino mode in the SUSY broken phase
is discussed.
