Abstract
{ "background": "The adoption of advanced process-control systems (PCS) in industrial sectors is a critical driver of productivity and safety. However, rigorous quantitative analysis of the factors influencing their uptake in emerging economies remains limited, with a paucity of robust causal methodologies applied to this domain.", "purpose and objectives": "This study aims to develop and apply a quasi-experimental econometric model to isolate the causal effect of a major national industrial modernisation policy on the adoption rates of PCS within the country's manufacturing and processing sectors.", "methodology": "A difference-in-differences (DiD) model was employed, leveraging a novel, built panel dataset of firm-level technology investments. The core specification is $Y{it} = \\alpha + \\beta (Treati \\times Postt) + \\gammai + \\deltat + \\epsilon{it}$, where $Y_{it}$ is the adoption status. Inference is based on cluster-robust standard errors at the firm level.", "findings": "The policy intervention had a statistically significant positive effect, increasing the probability of PCS adoption by 18.2 percentage points (95% CI: 12.4 to 24.0). This effect was heterogeneous, being substantially stronger in capital-intensive industries compared to labour-intensive ones.", "conclusion": "The national policy was effective in accelerating technological modernisation. The DiD framework proved highly suitable for evaluating such industrial technology programmes, controlling for time-invariant firm heterogeneity and common temporal trends.", "recommendations": "Future industrial policy design should incorporate targeted support mechanisms for labour-intensive sectors where adoption barriers are higher. Evaluations of similar engineering technology initiatives should adopt quasi-experimental methods to establish causal evidence.", "key words": "process-control systems, technology adoption, difference-in-differences, industrial policy, causal inference, manufacturing", "contribution statement": "This paper provides the first application of a difference-in-differences model to analyse the causal impact of a national policy on the