In this article, strength of fractional neural networks (FrNNs) is exploited to find the
approximate solutions of nonlinear systems based on Riccati equations of arbitrary order …

We derive the algebraic Riccati equation associated with the infinite dimensional linear
quadratic stochastic optimal control problem on an infinite horizon, for stochastic control …

We study an infinite dimensional finite horizon stochastic linear quadratic control problem in
an abstract setting. We assume that the dynamics of the problem are generated by a strongly …

We study the finite-horizon optimal control problem with quadratic functionals for an
established fluid-structure interaction model. The coupled PDE system under investigation …

In this article we address the issue of uniqueness for differential and algebraic operator
Riccati equations, under a distinctive set of assumptions on their unbounded coefficients …

We consider a Bolza boundary control problem involving a fluid–structure interaction model.
The aim of this paper is to develop an optimal feedback control synthesis based on Riccati …

The long-term behaviour of solutions to a model for acoustic–structure interactions is
addressed; the system consists of coupled semilinear wave (3D) and plate equations with …

We study the infinite horizon linear-quadratic (LQ) problem and the associated algebraic
Riccati equations for systems with unbounded control actions. The operator-theoretic context …

1 430.... I period LASIECKA comma A period TUFFAHA Equation: one-g sub period.. Ia sub
n tr sub ro da sub uc ot sub ion to the power of n re sub s ectt oth e ip votspac.... Y period …

An abstract nonautonomous parabolic linear-quadratic regulator problem with very general
final cost operator P_T is considered, subject to the same assumptions under which a …