In this study, we consider a nonlinear system of three connected delay differential
neoclassical growth models along with stochastic effect and additive white noise, which is
influenced by stochastic perturbation. We derived the conditions for positive equilibria,
stability and positive solutions of the stochastic system. It is observed that when a constant
delay reaches a certain threshold for the steady state, the asymptotic stability is lost, and the
Hopf bifurcation occurs. In the case of the finite domain, the three connected, delayed …