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Note to self: hinfnorm fails with both ForwardDiff and ReverseDiff due to GLA's HessenbergFactorization having different fieldnames. ReverseDiff also falis to use the chain rule for hinfnorm due to the TrackedReal appearing in a field of an outer type. and thus RD is failing to pass "tracker free" variables into hinfnorm
typeof(sys) = ControlSystems.StateSpace{Continuous, ReverseDiff.TrackedReal{Float64, Float64, Nothing}}
ERROR: LoadError: type HessenbergFactorization has no field H
typeof(sys) = ControlSystems.StateSpace{Continuous, ForwardDiff.Dual{ForwardDiff.Tag{typeof(cost), Float64}, Float64, 4}}
ERROR: LoadError: type HessenbergFactorization has no field H
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Zygote.jl does not handle try-catch, so I modified
feedbackslightly to avoid using it, but maintained the useful error messagees.The comment
# inv seems to be better than lumade no sense to me sinceinvis literally implemented like thisAi = inv!(lu(AA))