Pith. sign in

Furthermore, the matricesX and Y satisfy the crucial inequality: − 1 γ + ∥A∥2 I 0 0 I ! ≤ X 0 0 −Y ! ≤ A + γA2 where A = α I −I −I I !

(py, Y) ∈ ¯J 2,−v(y) where ¯J 2,+, ¯J 2,− are the second-order super-, subjets, the gradients are given by the derivatives of the penalization terms: px := ∇x α 2 ∥x − y∥

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cs.LG 1

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2025 1

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Robust Control with Gradient Uncertainty

cs.LG · 2025-07-20 · reject · novelty 6.0

A new robust control PDE with gradient uncertainty is introduced, the quadratic LQ ansatz is shown to fail, and a GURAC algorithm is proposed, but with incomplete proofs and missing artifacts.

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  • Robust Control with Gradient Uncertainty cs.LG · 2025-07-20 · reject · none · ref 2

    A new robust control PDE with gradient uncertainty is introduced, the quadratic LQ ansatz is shown to fail, and a GURAC algorithm is proposed, but with incomplete proofs and missing artifacts.