Figure 1From: Razumikhin-type theorem and mean square asymptotic behavior of the backward Euler method for neutral stochastic pantograph equationsAsymptotic behavior of the backward Euler approximation with different initial step size Δ 0 , left: Δ 0 =0.1; right: Δ 0 =1. The left one of Figure 1 describes the mean square asymptotic behavior of the backward Euler approximation E | Y n | 2 of Eq. (39) with initial step size Δ 0 =0.1; the right one of Figure 1 describes the mean square asymptotic behavior of the backward Euler approximation E | Y n | 2 of Eq. (39) with initial step size Δ 0 =1.Back to article page