Statistical Relational AI for PV Multi-Timescale Uncertainty Modeling

A unified framework for photovoltaic multi-timescale uncertainty modeling

Research on photovoltaic uncertainty remains fragmented: physical models lack interpretability, deep learning sacrifices generalizability, and no end-to-end solutions exist for real grid scenarios. Statistical Relational AI for PV Multi-Timescale Uncertainty Modeling: Theory, Case Analysis, and Engineering Practice delivers a unified framework integrating real-world PV power data with complete workflows for grid planning, operation, and uncertainty-aware decision-making.

The book systematically addresses how weather conditions, seasonal patterns, and time-of-day effects drive generation variability across multiple time scales. Case studies drawn from operational PV plants and real power system environments demonstrate a complete workflow from problem formulation through solution development. Practical datasets, executable code, and engineering examples show how proposed approaches translate into implementable solutions.

Readers will also find: - Concrete implementation guidance for statistical relational AI methods applied to data organization, pattern discovery, and supporting analytical tasks
- Probabilistic techniques for quantifying PV output variability for stochastic optimization and electricity market operations
- A complete end-to-end technical pipeline spanning data acquisition, preprocessing, modeling, forecasting, and engineering deployment
- A structured perspective on future development trajectories for AI-driven photovoltaic uncertainty research and applications
- Solutions designed specifically for real PV grid scenarios rather than idealized or purely simulated environments

Designed for university faculty, academic researchers, power-system engineers, and graduate students, this book provides structured methodologies and reproducible tools for modeling PV uncertainty across time scales. Grid planners and renewable energy technology practitioners will also find directly applicable workflows for operational decision-making.