Wykaz publikacji wybranego autora

Piotr Grabowski, dr hab. inż., prof. AGH

emeryt

Wydział Elektrotechniki, Automatyki, Informatyki i Inżynierii Biomedycznej
WEAIiIB-kair, Katedra Automatyki i Robotyki

  • 2018

    [dyscyplina 1] dziedzina nauk inżynieryjno-technicznych / automatyka, elektronika i elektrotechnika

[poprzednia klasyfikacja] obszar nauk technicznych / dziedzina nauk technicznych / automatyka i robotyka

Identyfikatory Autora Informacje o Autorze w systemach zewnętrznych

ORCID: 0000-0002-2296-6493 połącz konto z ORCID

ResearcherID: K-5091-2012

Scopus: 56276006300

PBN: 5e70922b878c28a047391131

OPI Nauka Polska

System Informacyjny AGH (SkOs)

1
  • Absolute stability criteria for infinite-dimensional discrete Lur'e systems with application to loaded distortionless electric RLCG-transmission line
2
  • Abstract model of a heat exchanger and its application
3
  • Abstract model of a heavy chain with a punctual load and its applications
4
  • Abstract semigroup model of heavy chain system with application to a motion planning problem
5
  • Admissible observation operators
6
7
8
  • Boundary control systems in factor form: transfer functions and input-output maps
9
  • Circle criterion and boundary control systems in factor form: input-output approach
10
  • Comparison of direct and perturbation approaches to analysis of infinite-dimensional feedback control systems
11
12
  • Determination of the pull-in-range for phased-locked loop system using a Lyapunov functional
13
  • Dynamical model of propagation of pollutants in a river
14
  • Interpolation-combinatorial approach to approximate parametric optimization of infinite-dimensional control systems
15
  • Lecture notes on optimal control systems
16
  • Lur'e feedback systems: well-posedness and stanbility using nonlinear semigroups
17
18
  • Lur'e feedback systems with boundary control in factor form: state – space Lyapunov approach
19
  • On a motion planning problem for heavy chain system
20
  • On analytic semigroup generators involving Caputo fractional derivative
21
  • On the circle criterion for boundary control systems in factor form
22
  • On the circle criterion for boundary control systems in factor form: Lyapunov approach
23
  • On the circle criterion for boundary control systems in factor form: Lyapunov stability and Lur'e equations
24
  • On the circle criterion for boundary control systems in factor form: Lyapunov stability and Lur'e equations
25
  • On the circle criterion for feedback systems with both unbounded observation and control