Developing an Original Probabilistic Graphical Model for Multi-Source Crop Yield Forecasting in Nigerian Arid Zones

📖 ABSTRACT/OVERVIEW

Crop yield forecasting in Nigerian arid zones must integrate highly uncertain and heterogeneous data sources including satellite, climate model, and sparse ground observation data, and probabilistic graphical models offer a theoretically principled approach to this multi-source fusion challenge. This study developed an original probabilistic graphical model for multi-source crop yield forecasting in the arid zones of Borno, Yobe, Jigawa, and Katsina States. A model development methodology combining Bayesian network theory, agronomic domain knowledge encoding, and empirical calibration was employed. The model architecture specifies a directed acyclic graph with 23 nodes representing climate forcing variables, satellite-derived phenological indicators, soil moisture, pest outbreak probability, and yield outcome variables. Conditional probability tables were elicited from agronomic literature and calibrated against 12 years of historical yield and climate data. Model inference used variational Bayes approximation for computational tractability. The model achieved a coverage probability of 87.3 percent for 90 percent credible intervals on sorghum yield predictions, significantly outperforming a deterministic regression baseline in expressing forecast uncertainty. Seasonal climate forecast updates improved crop yield credible interval precision by 31.4 percent during the planting season. Drought stress pathway analysis identified soil moisture during grain filling as the dominant uncertainty source in arid zone forecasting. Expert review by 14 crop modelling and Bayesian statistics specialists confirmed the framework's theoretical originality. The study recommends integration with NIMET seasonal forecasting and NASC seed recommendation systems for operational deployment.

Keywords: probabilistic graphical model, crop yield forecasting, arid zones, Bayesian network, Nigeria

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Departments# Data Science