function check_steady_state(m, p_d, p_f)
sol = generate_perturbation(m, p_d, p_f)
p_d_symbols = collect(Symbol.(keys(p_d)))
p = order_vector_by_symbols(merge(p_d, p_f), m.mod.m.p_symbols)
w = hcat(sol.y, sol.x) # get a vector for the proposed steadystate
H = Vector{Floa64}(undef, length(w)) # allocate it, but leave undef to make sure we can see if it goes to 0 or not
m.mod.m.H̄!(H, w, p) # evaluate in place
return norm(H) .≈ 0,
end
m = @include_example_module(Examples.rbc_observables)
p_f = (ρ = 0.2, δ = 0.02, σ = 0.01, Ω_1 = 0.01)
p_d = (α = 0.5, β = 0.95)
@test check_steady_state(m, p_d, p_f) == true
Code something like