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The solution to the matrix equationAV + BW = EVJ + R

نوع: Journal Paper

نویسنده : Guang-Ren Duan

سال: 2004

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The solution to the matrix equationAV + BW = EVJ + R

نوع: Journal Paper

نویسنده : Guang-Ren Duan

سال: 2004

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Analysis and Design of Descriptor Linear Systems (Advances in Mechanics and Mathematics, 23)

نوع: Ebook

نویسنده : Guang-Ren Duan

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Generalized Sylvester Matrix Equations

نوع: Journal Paper

نویسنده : Guang-Ren Duan

سال: 2010

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Analysis and Design of Descriptor Linear Systems

نوع: Ebook

نویسنده : Guang-Ren Duan (auth.)

ناشر: Springer New York

سال: 2010

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Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

Missile attitude control—A direct parametric approach

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

Direct parametric control of fully-actuated high-order quasi-linear systems via dynamical feedback

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

Quasi-linear eigenstructure assignment — A case study

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

Control of feedback type systems — A direct parametric approach

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

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The solution to the matrix equationAV + BW = EVJ + R

The solution to the matrix equationAV + BW = EVJ + R

Analysis and Design of Descriptor Linear Systems (Advances in Mechanics and Mathematics, 23)

Generalized Sylvester Matrix Equations

Analysis and Design of Descriptor Linear Systems

Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case

Missile attitude control—A direct parametric approach

Direct parametric control of fully-actuated high-order quasi-linear systems via dynamical feedback

Quasi-linear eigenstructure assignment — A case study

Control of feedback type systems — A direct parametric approach

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The solution to the matrix equationAV + BW = EVJ + R

The solution to the matrix equationAV + BW = EVJ + R

Analysis and Design of Descriptor Linear Systems (Advances in Mechanics and Mathematics, 23)

Generalized Sylvester Matrix Equations

Analysis and Design of Descriptor Linear Systems

Parametric solutions to fully-actuated generalized Sylvester equations&#x2014;The nonhomogeneous case

Missile attitude control&#x2014;A direct parametric approach

Direct parametric control of fully-actuated high-order quasi-linear systems via dynamical feedback

Quasi-linear eigenstructure assignment &#x2014; A case study

Control of feedback type systems &#x2014; A direct parametric approach

Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case

Missile attitude control—A direct parametric approach

Quasi-linear eigenstructure assignment — A case study

Control of feedback type systems — A direct parametric approach