Bayesian-Monte Carlo Schedule Updating for Construction Digital Twins: A Probabilistic Framework for Dynamic Project Forecasting
Atena Khoshkonesh, Mohsen Mohammadagha, Vinayak Kaushal, and Navid Ebrahimi

TL;DR
This paper introduces a Bayesian-Monte Carlo framework for dynamic construction schedule forecasting, integrating stochastic modeling, Bayesian updating, and simulation to improve accuracy and uncertainty management.
Contribution
It presents a novel probabilistic scheduling approach that adaptively updates project forecasts using real-time data within a digital twin environment.
Findings
Improves forecasting accuracy over traditional methods
Effectively propagates uncertainty in project timelines
Supports integration of diverse real-time data sources
Abstract
Construction projects frequently experience schedule delays and forecasting uncertainty due to variability in labor productivity, material availability, weather conditions, and project coordination. Conventional deterministic scheduling methods such as the Critical Path Method (CPM) assume fixed activity durations and therefore cannot adequately represent dynamic project uncertainty. This study presents a Bayesian-Monte Carlo probabilistic schedule updating framework for construction digital twin environments. The proposed methodology integrates stochastic activity-duration modeling, Bayesian recursive updating, Monte Carlo simulation, and uncertainty propagation within a unified computational framework for adaptive schedule forecasting. Activity durations are modeled using lognormal probability distributions and continuously updated through Bayesian inference as new project…
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