@@ -46,7 +46,8 @@ documentation of the `AbstractADType` types.
4646function instantiate_function (f:: MultiObjectiveOptimizationFunction , x, :: SciMLBase.NoAD ,
4747 p, num_cons = 0 )
4848 jac = f. jac === nothing ? nothing : (J, x, args... ) -> f. jac (J, x, p, args... )
49- hess = f. hess === nothing ? nothing : [(H, x, args... ) -> h (H, x, p, args... ) for h in f. hess]
49+ hess = f. hess === nothing ? nothing :
50+ [(H, x, args... ) -> h (H, x, p, args... ) for h in f. hess]
5051 hv = f. hv === nothing ? nothing : (H, x, v, args... ) -> f. hv (H, x, v, p, args... )
5152 cons = f. cons === nothing ? nothing : (res, x) -> f. cons (res, x, p)
5253 cons_j = f. cons_j === nothing ? nothing : (res, x) -> f. cons_j (res, x, p)
@@ -63,7 +64,8 @@ function instantiate_function(f::MultiObjectiveOptimizationFunction, x, ::SciMLB
6364 expr = symbolify (f. expr)
6465 cons_expr = symbolify .(f. cons_expr)
6566
66- return MultiObjectiveOptimizationFunction {true} (f. f, SciMLBase. NoAD (); jac = jac, hess = hess,
67+ return MultiObjectiveOptimizationFunction {true} (
68+ f. f, SciMLBase. NoAD (); jac = jac, hess = hess,
6769 hv = hv,
6870 cons = cons, cons_j = cons_j, cons_jvp = cons_jvp, cons_vjp = cons_vjp, cons_h = cons_h,
6971 hess_prototype = hess_prototype,
@@ -74,10 +76,12 @@ function instantiate_function(f::MultiObjectiveOptimizationFunction, x, ::SciMLB
7476 observed = f. observed)
7577end
7678
77- function instantiate_function (f:: MultiObjectiveOptimizationFunction , cache:: ReInitCache , :: SciMLBase.NoAD ,
79+ function instantiate_function (
80+ f:: MultiObjectiveOptimizationFunction , cache:: ReInitCache , :: SciMLBase.NoAD ,
7881 num_cons = 0 )
7982 jac = f. jac === nothing ? nothing : (J, x, args... ) -> f. jac (J, x, cache. p, args... )
80- hess = f. hess === nothing ? nothing : [(H, x, args... ) -> h (H, x, cache. p, args... ) for h in f. hess]
83+ hess = f. hess === nothing ? nothing :
84+ [(H, x, args... ) -> h (H, x, cache. p, args... ) for h in f. hess]
8185 hv = f. hv === nothing ? nothing : (H, x, v, args... ) -> f. hv (H, x, v, cache. p, args... )
8286 cons = f. cons === nothing ? nothing : (res, x) -> f. cons (res, x, cache. p)
8387 cons_j = f. cons_j === nothing ? nothing : (res, x) -> f. cons_j (res, x, cache. p)
@@ -94,7 +98,8 @@ function instantiate_function(f::MultiObjectiveOptimizationFunction, cache::ReIn
9498 expr = symbolify (f. expr)
9599 cons_expr = symbolify .(f. cons_expr)
96100
97- return MultiObjectiveOptimizationFunction {true} (f. f, SciMLBase. NoAD (); jac = jac, hess = hess,
101+ return MultiObjectiveOptimizationFunction {true} (
102+ f. f, SciMLBase. NoAD (); jac = jac, hess = hess,
98103 hv = hv,
99104 cons = cons, cons_j = cons_j, cons_jvp = cons_jvp, cons_vjp = cons_vjp, cons_h = cons_h,
100105 hess_prototype = hess_prototype,
@@ -107,38 +112,38 @@ end
107112
108113function instantiate_function (f:: OptimizationFunction{true} , x, :: SciMLBase.NoAD ,
109114 p, num_cons = 0 , kwargs... )
110- grad = f. grad === nothing ? nothing : (G, x, args... ) -> f. grad (G, x, p, args... )
111- fg = f. fg === nothing ? nothing : (G, x, args... ) -> f. fg (G, x, p, args... )
112- hess = f. hess === nothing ? nothing : (H, x, args... ) -> f. hess (H, x, p, args... )
113- fgh = f. fgh === nothing ? nothing : (G, H, x, args... ) -> f. fgh (G, H, x, p, args... )
114- hv = f. hv === nothing ? nothing : (H, x, v, args... ) -> f. hv (H, x, v, p, args... )
115- cons = f. cons === nothing ? nothing : (res, x) -> f. cons (res, x, p)
116- cons_j = f. cons_j === nothing ? nothing : (res, x) -> f. cons_j (res, x, p)
117- cons_vjp = f. cons_vjp === nothing ? nothing : (res, x) -> f. cons_vjp (res, x, p)
118- cons_jvp = f. cons_jvp === nothing ? nothing : (res, x) -> f. cons_jvp (res, x, p)
119- cons_h = f. cons_h === nothing ? nothing : (res, x) -> f. cons_h (res, x, p)
120- lag_h = f. lag_h === nothing ? nothing : (res, x) -> f. lag_h (res, x, p)
121- hess_prototype = f. hess_prototype === nothing ? nothing :
122- convert .(eltype (x), f. hess_prototype)
123- cons_jac_prototype = f. cons_jac_prototype === nothing ? nothing :
124- convert .(eltype (x), f. cons_jac_prototype)
125- cons_hess_prototype = f. cons_hess_prototype === nothing ? nothing :
126- [convert .(eltype (x), f. cons_hess_prototype[i])
127- for i in 1 : num_cons]
128- expr = symbolify (f. expr)
129- cons_expr = symbolify .(f. cons_expr)
130-
131- return OptimizationFunction {true} (f. f, SciMLBase. NoAD ();
132- grad = grad, fg = fg, hess = hess, fgh = fgh, hv = hv,
133- cons = cons, cons_j = cons_j, cons_h = cons_h,
134- cons_vjp = cons_vjp, cons_jvp = cons_jvp,
135- lag_h = lag_h,
136- hess_prototype = hess_prototype,
137- cons_jac_prototype = cons_jac_prototype,
138- cons_hess_prototype = cons_hess_prototype,
139- expr = expr, cons_expr = cons_expr,
140- sys = f. sys,
141- observed = f. observed)
115+ grad = f. grad === nothing ? nothing : (G, x, args... ) -> f. grad (G, x, p, args... )
116+ fg = f. fg === nothing ? nothing : (G, x, args... ) -> f. fg (G, x, p, args... )
117+ hess = f. hess === nothing ? nothing : (H, x, args... ) -> f. hess (H, x, p, args... )
118+ fgh = f. fgh === nothing ? nothing : (G, H, x, args... ) -> f. fgh (G, H, x, p, args... )
119+ hv = f. hv === nothing ? nothing : (H, x, v, args... ) -> f. hv (H, x, v, p, args... )
120+ cons = f. cons === nothing ? nothing : (res, x) -> f. cons (res, x, p)
121+ cons_j = f. cons_j === nothing ? nothing : (res, x) -> f. cons_j (res, x, p)
122+ cons_vjp = f. cons_vjp === nothing ? nothing : (res, x) -> f. cons_vjp (res, x, p)
123+ cons_jvp = f. cons_jvp === nothing ? nothing : (res, x) -> f. cons_jvp (res, x, p)
124+ cons_h = f. cons_h === nothing ? nothing : (res, x) -> f. cons_h (res, x, p)
125+ lag_h = f. lag_h === nothing ? nothing : (res, x) -> f. lag_h (res, x, p)
126+ hess_prototype = f. hess_prototype === nothing ? nothing :
127+ convert .(eltype (x), f. hess_prototype)
128+ cons_jac_prototype = f. cons_jac_prototype === nothing ? nothing :
129+ convert .(eltype (x), f. cons_jac_prototype)
130+ cons_hess_prototype = f. cons_hess_prototype === nothing ? nothing :
131+ [convert .(eltype (x), f. cons_hess_prototype[i])
132+ for i in 1 : num_cons]
133+ expr = symbolify (f. expr)
134+ cons_expr = symbolify .(f. cons_expr)
135+
136+ return OptimizationFunction {true} (f. f, SciMLBase. NoAD ();
137+ grad = grad, fg = fg, hess = hess, fgh = fgh, hv = hv,
138+ cons = cons, cons_j = cons_j, cons_h = cons_h,
139+ cons_vjp = cons_vjp, cons_jvp = cons_jvp,
140+ lag_h = lag_h,
141+ hess_prototype = hess_prototype,
142+ cons_jac_prototype = cons_jac_prototype,
143+ cons_hess_prototype = cons_hess_prototype,
144+ expr = expr, cons_expr = cons_expr,
145+ sys = f. sys,
146+ observed = f. observed)
142147end
143148
144149function instantiate_function (
@@ -162,5 +167,3 @@ function instantiate_function(f::OptimizationFunction, x, adtype::ADTypes.Abstra
162167 adpkg = adtypestr[strtind: (open_brkt_ind - 1 )]
163168 throw (ArgumentError (" The passed automatic differentiation backend choice is not available. Please load the corresponding AD package $adpkg ." ))
164169end
165-
166-
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