On diagonalization by dynamic output feedback. - A. Bülent Özgüler; Vasfi Eldem (Kybernetika, 1989)

Decentralized control and periodic feedback. - Pramod P. Khargonekar; A. Bülent Özgüler (IEEE Trans. Autom. Control., 1994)

Decentralized blocking zeros and the decentralized strong stabilization problem. - Konur A. Unyelioglu; Arif Bülent Özgüler; Ümit Özgüner (IEEE Trans. Autom. Control., 1995)

Constructing convex directions for stable polynomials. - A. Bülent Özgüler (IEEE Trans. Autom. Control., 2000)

Fixed zeros of decentralized control systems. - Konur A. Unyelioglu; Ümit Özgüner; A. Bülent Özgüler (IEEE Trans. Autom. Control., 2000)

Local convex directions. - A. Bülent Özgüler; Karim Saadaoui (ECC, 2001)

Two-channel decentralized integral-action controller design. - A. Nazli Gündes; A. Bülent Özgüler (IEEE Trans. Autom. Control., 2002)

Local convex directions for Hurwitz stable polynomials. - A. Bülent Özgüler; Karim Saadaoui (IEEE Trans. Autom. Control., 2002)

PI and low-order controllers for two-channel decentralized systems. - A. Nazli Gündes; Arif Bülent Özgüler (ACC, 2003)

Plant order reduction for controller design. - Arif Bülent Özgüler; A. Nazli Gündes (ACC, 2003)

Global stabilization via local stabilizing actions. - A. Bülent Özgüler (IEEE Trans. Autom. Control., 2006)

PID controller synthesis for a class of unstable MIMO plants with I/O delays. - A. Nazli Gündes; Hitay Özbay; A. Bülent Özgüler (Autom., 2007)

PID Stabilization of MIMO Plants. - A. Nazli Gündes; A. Bülent Özgüler (IEEE Trans. Autom. Control., 2007)

Detection of epileptic indicators on clinical subbands of EEG. - Zeynep Yücel; A. Bülent Özgüler (EUSIPCO, 2008)

Stabilizing First-Order controllers with desired stability Region. - Karim Saadaoui; A. Bülent Özgüler (Control. Intell. Syst., 2009)

Watermarking via zero assigned filter banks. - Zeynep Yücel; A. Bülent Özgüler (Signal Process., 2010)

Tracking and regulation control of a 2-DOF robot arm with unbalance. - Samet Güler; A. Bülent Özgüler (MMAR, 2012)

Foraging Swarms as Nash Equilibria of Dynamic Games. - A. Bülent Özgüler; Aykut Yildiz (IEEE Trans. Cybern., 2014)

Partially Informed Agents Can Form a Swarm in a Nash Equilibrium. - Aykut Yildiz; Arif Bülent Özgüler (IEEE Trans. Autom. Control., 2015)

Consensus as a Nash Equilibrium of a Dynamic Game. - Muhammad Umar B. Niazi; Arif Bülent Özgüler; Aykut Yildiz (SITIS, 2016)

Obituary for Professor Rudolf Emil Kalman. - Athanasios C. Antoulas; Tryphon T. Georgiou; Pramod P. Khargonekar; A. Bülent Özgüler; Eduardo D. Sontag; Yutaka Yamamoto (Autom., 2016)

Foraging motion of swarms with leaders as Nash equilibria. - Aykut Yildiz; A. Bülent Özgüler (Autom., 2016)

Conewise Linear Systems: A Characterization of Transitive Cones in 3D-Space. - A. Bülent Özgüler; M. Zakwan (ECC, 2019)

A Differential Game Model of Opinion Dynamics: Accord and Discord as Nash Equilibria. - Muhammad Umar B. Niazi; A. Bülent Özgüler (Dyn. Games Appl., 2021)

Opinion dynamics of stubborn agents under the presence of a troll as differential game. - Aykut Yildiz; Arif Bülent Özgüler (Turkish J. Electr. Eng. Comput. Sci., 2021)

Conditions of well-posedness for planar conewise linear systems. - Daniyal Namdar; Arif Bülent Özgüler (Trans. Inst. Meas. Control, 2023)