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Causal stabilisation of strictly causal multidimensional discrete objects

International journal of control, 2024-02, Vol.97 (2), p.387-395

2024

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Standardizability and H2-optimization of a Single-Loop Multidimensional Sampled-Data System with Multiple Delays

Automation and remote control, 2020, Vol.81 (1), p.13-26

2020

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Standardizability and H 2-Optimization of Sampled-Data Systems with Multiple Delays

Automation and remote control, 2019-03, Vol.80 (3), p.413-428

2019

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H 2-optimization of sampled-data systems with a linear periodic plant. II. H 2-optimization of system S t based on the Wiener–Hopf method

Automation and remote control, 2016-09, Vol.77 (9), p.1524-1543

2016

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optimisation and fixed poles of multivariable sampled-data systems with delay

International journal of control, 2015-04, Vol.88 (4), p.815-831

2015

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Using the Fredholm resolvent for computing the ℋ2-norm of linear periodic systems

International journal of control, 2010-09, Vol.83 (9), p.1868-1884

2010

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Causal stabilization of forward models of discrete LTI processes under constraints on the set of elementary divisors of the characteristic matrix

International journal of control, 2008-06, Vol.81 (6), p.1002-1012

2008

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Causal polynomial pole assignment and stabilisation of SISO strictly causal linear discrete processes

International journal of control, 2019-06, Vol.92 (6), p.1306-1313

2019

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Optimal Stochastic SD Control With Preview

IEEE transactions on automatic control, 2007-08, Vol.52 (8), p.1532-1538

2007

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IEEE_Xplore

Parametric Transfer Matrix and Statistical Analysis of Sampled-data Systems with Delay

Journal of vibration and control, 2010-06, Vol.16 (7-8), p.1023-1048

2010

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Standardizability and H2-Optimization of Sampled-Data Systems with Multiple Delays

Automation and remote control, 2019-03, Vol.80 (3), p.413-428

2019

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H 2-optimization of sampled-data systems with a linear periodic plant. I. Parametric transfer matrix and its properties

Automation and remote control, 2016-08, Vol.77 (8), p.1334-1350

2016

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H2-optimization of sampled-data systems with a linear periodic plant. II. H2-optimization of system St based on the Wiener–Hopf method

Automation and remote control, 2016, Vol.77 (9), p.1524-1543

2016

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H2-optimization of sampled-data systems with a linear periodic plant. I. Parametric transfer matrix and its properties

Automation and remote control, 2016, Vol.77 (8), p.1334-1350

2016

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Statistical analysis of stable FDLCP systems by parametric transfer matrices

International journal of control, 2005-07, Vol.78 (10), p.747-761

2005

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H2 optimization and fixed poles of sampled-data systems under colored noise

European journal of control, 2013-05, Vol.19 (3), p.222-234

2013

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L 2-optimization and fixed poles for sampled-data systems with generalized hold

Automation and remote control, 2014-01, Vol.75 (1), p.34-56

2014

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L2-optimization and fixed poles for sampled-data systems with generalized hold

Automation and remote control, 2014, Vol.75 (1), p.34-56

2014

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Using the Fredholm resolvent for computing the ℋ 2 -norm of linear periodic systems

International journal of control, 2010-09, Vol.83 (9), p.1868-1884

2010

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Stability investigation for linear periodic time-delayed systems using Fredholm theory

Automation and remote control, 2011, Vol.72 (1), p.38-60

2011

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Polynomial solution to stabilization problem for multivariable sampled-data systems with time delay

Automation and remote control, 2006-01, Vol.67 (1), p.105-114

2006

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Using the Fredholm resolvent for computing the ℌ2-norm of linear periodic systems

International journal of control, 2010, Vol.83 (9), p.1868-1884

2010

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H 2-optimization and fixed poles of sampled-data systems with generalized hold functions and delay

Journal of computer & systems sciences international, 2013-07, Vol.52 (4), p.542-570

2013

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H^sub 2^-optimization and fixed poles of sampled-data systems with generalized hold functions and delay

Journal of computer & systems sciences international, 2013-07, Vol.52 (4), p.542

2013

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ℋ2-optimisation of MIMO sampled-data systems with pure time-delays

International journal of control, 2009-10, Vol.82 (10), p.1899-1916

2009

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Causal stabilisation of strictly causal multidimensional discrete objects

Standardizability and H2-optimization of a Single-Loop Multidimensional Sampled-Data System with Multiple Delays

Standardizability and H 2-Optimization of Sampled-Data Systems with Multiple Delays

H 2-optimization of sampled-data systems with a linear periodic plant. II. H 2-optimization of system S t based on the Wiener–Hopf method

optimisation and fixed poles of multivariable sampled-data systems with delay

Using the Fredholm resolvent for computing the ℋ2-norm of linear periodic systems

Causal stabilization of forward models of discrete LTI processes under constraints on the set of elementary divisors of the characteristic matrix

Causal polynomial pole assignment and stabilisation of SISO strictly causal linear discrete processes

Optimal Stochastic SD Control With Preview

Parametric Transfer Matrix and Statistical Analysis of Sampled-data Systems with Delay

Standardizability and H2-Optimization of Sampled-Data Systems with Multiple Delays

H 2-optimization of sampled-data systems with a linear periodic plant. I. Parametric transfer matrix and its properties

H2-optimization of sampled-data systems with a linear periodic plant. II. H2-optimization of system St based on the Wiener–Hopf method

H2-optimization of sampled-data systems with a linear periodic plant. I. Parametric transfer matrix and its properties

Statistical analysis of stable FDLCP systems by parametric transfer matrices

H2 optimization and fixed poles of sampled-data systems under colored noise

L 2-optimization and fixed poles for sampled-data systems with generalized hold

L2-optimization and fixed poles for sampled-data systems with generalized hold

Using the Fredholm resolvent for computing the ℋ 2 -norm of linear periodic systems

Stability investigation for linear periodic time-delayed systems using Fredholm theory

Polynomial solution to stabilization problem for multivariable sampled-data systems with time delay

Using the Fredholm resolvent for computing the ℌ2-norm of linear periodic systems

H 2-optimization and fixed poles of sampled-data systems with generalized hold functions and delay

H^sub 2^-optimization and fixed poles of sampled-data systems with generalized hold functions and delay

ℋ2-optimisation of MIMO sampled-data systems with pure time-delays

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