This　paper　is　to　address　a　theoretical　result　on　a　global　stabilization　technique　for　a　class　of　nonlinear　interconnected　systems　or　namely　large-scale　dynamic　networks.　The　problem　is　of　interest　and　has　strong　impacts　in　resolving　complex　nonlinear　output　regulation　problems.　To　handle　the　problem,　we　first　present　a　new　tractable　condition,　based　on　an　iISS　(integral　input-to-state　stable)　network　stability　criterion　proposed　in　literature,　for　nonlinear　networks　with　cascade　interconnection　and　iISS　dynamic　uncertainties.　Then,　we　develop　a　recursive　procedure　for　achieving　iISS　based　global　robust　stabilization　design.　Distinguished　from　relevant　studies　in　recent　literature,　our　study　is　strictly　extended　and　also　leads　to　constructive　iISS-Lyapunov　functions　for　the　closed-loop　system.