Zeno elimination via Schur complement in GKSL dynamics induces negative directions in quadratic response tensors even when the microscopic tensor is positive definite.
Nonlinear programming strategies on high-performance computers
4 Pith papers cite this work. Polarity classification is still indexing.
4
Pith papers citing it
verdicts
UNVERDICTED 4representative citing papers
AW4RE is a generative world model that estimates action-conditioned observations via 4D-informed evidence retrieval, geometric support, and conditional completion to enable better exploration under partial observability.
A variational hierarchy unifies Bayesian filtering, variational data assimilation, KL-regularized control, and Kalman methods by proving that posteriors minimize a likelihood-plus-KL objective with evidence as the global infimum.
Overlapping Schwarz decomposition for nonlinear OCPs achieves local linear convergence with rate improving exponentially with overlap size, based on exponential decay of sensitivity for primal and dual solutions.
citing papers explorer
-
Signature structure of quadratic response under Zeno-Schur coarse graining in open quantum systems
Zeno elimination via Schur complement in GKSL dynamics induces negative directions in quadratic response tensors even when the microscopic tensor is positive definite.
-
Active World-Model with 4D-informed Retrieval for Exploration and Awareness
AW4RE is a generative world model that estimates action-conditioned observations via 4D-informed evidence retrieval, geometric support, and conditional completion to enable better exploration under partial observability.
-
Reinforcement Learning, Optimal Control, and Bayesian Filtering in Data Assimilation
A variational hierarchy unifies Bayesian filtering, variational data assimilation, KL-regularized control, and Kalman methods by proving that posteriors minimize a likelihood-plus-KL objective with evidence as the global infimum.
-
On the Convergence of Overlapping Schwarz Decomposition for Nonlinear Optimal Control
Overlapping Schwarz decomposition for nonlinear OCPs achieves local linear convergence with rate improving exponentially with overlap size, based on exponential decay of sensitivity for primal and dual solutions.