Explores rare event modeling, challenges in estimating probabilities with limited data, and the application of extreme value theory in various fields.
Explores the dynamics and control of waterborne diseases, emphasizing fair water distribution and disease evolution.
Covers the concept of replicas for the random field Ising model, discussing various mathematical formulations and assumptions.
Explores the methodology of mechanics, including modeling, laws application, problem-solving, theory limitations, and the historical evolution of classical mechanics.
Explores a 'full' mathematical model for water transport in porous media, covering liquid-vapor equilibrium, gas transport, and simplifications.
