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Unresolved questions on the GADD45GIP1-RPL35 axis in osteosarcoma: mechanistic links to ER stress and therapeutic targeting. [PDF]
Qi L, Gu Q, Yang D, Ye Z, Li D.
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Magnetic Effect on the Performance of a Four-Frequency Differential Laser Gyroscope. [PDF]
Wang G, Li J.
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State Constrained Feedback Stabilization
SIAM Journal on Control and Optimization, 2003Summary: A standard finite-dimensional nonlinear control system is considered, along with a state constraint set \(S\) and a target set \(\Sigma\). It is proven that open-loop \(S\)-constrained controllability to \(\Sigma\) implies closed-loop \(S\)-constrained controllability to the closed \(\delta\)-neighborhood of \(\Sigma\), for any specified ...
Clarke, F. H., Stern, R. J.
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Stabilizing time-varying feedback
IFAC Proceedings Volumes, 1995Abstract We survey recent results on the stabilization problem which show the interest of time-varying feedback laws and time-varying output feedback laws.
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Resonance and Feedback Stabilization
IFAC Proceedings Volumes, 1995Abstract It is shown that no resonance and small time local controllability for an n-dimensional, real analytic, single input affine control system imply many standard necessary conditions for the existence of a continuous, asymptotically stabilizing (state) feedback control (ASFC).
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Output–input stability implies feedback stabilization
Systems & Control Letters, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Stability of Decision Feedback Inverses
IEEE Transactions on Communications, 1976The method of inversion of linear discrete time systems utilizing quantized feedback is examined, and a stability concept is developed. The application in mind is decision feedback equalization (DFE). Sets of necessary conditions and sufficient conditions for stability are derived.
Cantoni, Antonio, Butler, Paul
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