Risk-averse agents benefit from collaboration in CO2 storage without pressure communication, while belief distributions that mix physical uncertainty with maximum-entropy priors remain informative even when pressure communication creates high variability in feasible injection rates.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
years
2026 2verdicts
UNVERDICTED 2representative citing papers
Numerical tests indicate that a stochastic Galerkin discretization with embedded slabwise space-time finite elements and GMRES-GMG solvers outperforms Monte-Carlo sampling for random parabolic problems in convergence and algebraic solver statistics.
citing papers explorer
-
Risk sharing in cooperative game models for CO$_2$ storage with uncertain geology and pressure competition
Risk-averse agents benefit from collaboration in CO2 storage without pressure communication, while belief distributions that mix physical uncertainty with maximum-entropy priors remain informative even when pressure communication creates high variability in feasible injection rates.
-
Stochastic Galerkin and Monte-Carlo methods for parabolic problems: Numerical performance of variational matrix-free approximations
Numerical tests indicate that a stochastic Galerkin discretization with embedded slabwise space-time finite elements and GMRES-GMG solvers outperforms Monte-Carlo sampling for random parabolic problems in convergence and algebraic solver statistics.