@@ -1299,28 +1299,28 @@ function init_optimization!(
12991299 for i in eachindex (con. X̂0min)
13001300 name = Symbol (" g_X̂0min_$i " )
13011301 optim[name] = JuMP. add_nonlinear_operator (
1302- optim, nZ̃, gfuncs [i_base + i], ∇gfuncs ![i_base + i]; name
1302+ optim, nZ̃, g_funcs [i_base + i], ∇g_funcs ![i_base + i]; name
13031303 )
13041304 end
13051305 i_base = nX̂
13061306 for i in eachindex (con. X̂0max)
13071307 name = Symbol (" g_X̂0max_$i " )
13081308 optim[name] = JuMP. add_nonlinear_operator (
1309- optim, nZ̃, gfuncs [i_base + i], ∇gfuncs ![i_base + i]; name
1309+ optim, nZ̃, g_funcs [i_base + i], ∇g_funcs ![i_base + i]; name
13101310 )
13111311 end
13121312 i_base = 2 * nX̂
13131313 for i in eachindex (con. V̂min)
13141314 name = Symbol (" g_V̂min_$i " )
13151315 optim[name] = JuMP. add_nonlinear_operator (
1316- optim, nZ̃, gfuncs [i_base + i], ∇gfuncs ![i_base + i]; name
1316+ optim, nZ̃, g_funcs [i_base + i], ∇g_funcs ![i_base + i]; name
13171317 )
13181318 end
13191319 i_base = 2 * nX̂ + nV̂
13201320 for i in eachindex (con. V̂max)
13211321 name = Symbol (" g_V̂max_$i " )
13221322 optim[name] = JuMP. add_nonlinear_operator (
1323- optim, nZ̃, gfuncs [i_base + i], ∇gfuncs ![i_base + i]; name
1323+ optim, nZ̃, g_funcs [i_base + i], ∇g_funcs ![i_base + i]; name
13241324 )
13251325 end
13261326 end
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