Comments (6)
Thanks for the report @andreasvarga.
@dpo, define -A'
as (-A)'
?
from linearoperators.jl.
Yes
from linearoperators.jl.
Just a comment: Implementing -A' as (-A)' is OK. However, if you intend to implement 2A' as (2A)' , this may raise the question which operation should have priority: the multiplication with 2 or the adjoint. In the LinearAlgebra package of Julia, the multiplication defines the result, and therefore 2*Adjoint(a) does not lead to and Adjoint type, see below:
julia> 2*rand(2,2)'
2×2 Array{Float64,2}:
1.25212 0.0511282
1.77288 1.844
This approach has sense, because it is always possible to enforce the Adjoint type by computing (2*A)'.
from linearoperators.jl.
Do you mean that you're interested in cases where multiplication and transpose don't commute?
from linearoperators.jl.
from linearoperators.jl.
Because adjoint and transpose operators don't have explicit [ct]prod methods, I'm not sure how else it can be implemented.
from linearoperators.jl.
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from linearoperators.jl.