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david-pl avatar david-pl commented on May 20, 2024 1

Thanks for pointing that out. Seems like we simply missed that. I will add the function asap. In the meantime you can just add the following function which I quickly drafted to make things work:

using QuantumOptics
import Base.*

function *(a::SuperOperator, b::SparseOperator)
    QuantumOptics.superoperators.check_multiplicable(a, b)
    data = a.data*reshape(b.data, length(b.data))
    SparseOperator(a.basis_l[1], a.basis_l[2], reshape(data, length(a.basis_l[1]), length(a.basis_l[2])))
end

A = GenericBasis(2)
so = spre(identityoperator(A))
ρ = basisstate(A,1) |> dm |> sparse
so * ρ

As a remark: please be aware that sparse-sparse multiplication in Julia is currently not that efficient. So if you are planning to use this product of a superoperator and an operator in a time-critical function it might be better to leave ρ dense.

from quantumoptics.jl.

david-pl avatar david-pl commented on May 20, 2024 1

I implemented the function as shown above. You can pull the latest master branch to use it (type Pkg.checkout("QuantumOptics") until a new release is drafted.

from quantumoptics.jl.

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