The invariant polynomial assignment problem for linear periodic discrete-time systems
The linear control problem
The minimal-norm problem and Pontriagin's maximum principle for Banach spaces, II
The minimum value of as the quality control criterion
The multidimensional -transform and its use in solution of partial difference equations
The nonlinear regulator problem for constant signals
The non-standard LQR problem for boundary control systems.
The operator for the wave equation with Dirichlet control.
The order reduction and robust D-stability analysis of discrete uncertain time-delay systems by time-scale separation
The partial non interacting problem: Structural and geometric solutions
The performance of a digital FSK system with actual discriminator: time distortions effects
The planar motion with bounded derivative of the curvature and its suboptimal paths.
The present and future of signal processing
The principle of the largest terms and quantum large deviations
We give an approach to large deviation type asymptotic problems without evident probabilistic representation behind. An example provided by the mean field models of quantum statistical mechanics is considered.
The problems of collision avoidance at sea in the formulation of complex motion principles
The paper presents a mathematical model of a collision situation for objects afloat based on the rules of a multiple complex motion. It also contains an analysis of the presented model and draws some conclusions from it. The method used to determine the minimum-time control of ships in a situation of colliding with other objects afloat is presented for a mathematical model of a collision situation. It also includes the results of a simulation study conducted by means of this method. A parallel approach...
The quadratic criterion of control process quality using the exponential weighting function
The realization of input-output maps using bialgebras.
The representation of a wave in a development matrix of a subsystem
The role of parameter constraints in EE and OE methods for optimal identification of continuous LTI models
The paper presents two methods used for the identification of Continuous-time Linear Time Invariant (CLTI) systems. In both methods the idea of using modulating functions and a convolution filter is exploited. It enables the proper transformation of a differential equation to an algebraic equation with the same parameters. Possible different normalizations of the model are strictly connected with different parameter constraints which have to be assumed for the nontrivial solution of the optimal...
The second-order methods in discrete optimal control problems