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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def disjunct_hs_zero(cls, ops, kwargs):
 """Return ZeroOperator if all the operators in `ops` have a disjunct Hilbert space, or an unchanged `ops`, `kwargs` otherwise """

    from qnet.algebra.core.hilbert_space_algebra import TrivialSpace
    from qnet.algebra.core.operator_algebra import ZeroOperator
    hilbert_spaces = []
    for op in ops:
        try:
            hs = op.space
        except AttributeError:  # scalars
            hs = TrivialSpace
        for hs_prev in hilbert_spaces:
            if not hs.isdisjoint(hs_prev):
                return ops, kwargs
        hilbert_spaces.append(hs)
    return ZeroOperator