Mykhaylo Zayats, Christopher Hansen, et al.
MICCAI 2023
This paper presents a generalization of the minimax state estimation approach for singular linear Differential-Algebraic Equations (DAE) with uncertain but bounded input and observation's noise. We apply generalized Kalman Duality principle to DAE in order to represent the minimax estimate as a solution of a dual control problem for adjoint DAE. The latter is then solved converting the adjoint DAE into ODE by means of a projection algorithm. Finally we represent the minimax estimate in the form of a linear recursive filter. © 2012 IFAC.
Mykhaylo Zayats, Christopher Hansen, et al.
MICCAI 2023
Nicola Mariella, Albert Akhriev, et al.
ICML 2024
Nicola Mariella, Sergiy Zhuk
arXiv
Sergiy Zhuk, Andrey Polyakov
VSS 2014