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8

CDC
2010
IEEE

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An algebraic framework for quadratic invariance

12 years 11 months ago

An algebraic framework for quadratic invariance

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In this paper, we present a general algebraic framework for analysing decentralized control systems. We consider systems defined by linear fractional functions over a commutative ring. This provides a general algebraic formulation and proof of the main results of quadratic invariance, as well as naturally covering rational multivariable systems, systems with delays, and multidimensional systems. The approach extends to the extended class of internally quadratically invariant systems.

Laurent Lessard, Sanjay Lall

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CDC 2010 | Control Systems | General Algebraic Framework | Rational Multivariable Systems | Systems |

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Added	13 May 2011
Updated	13 May 2011
Type	Journal
Year	2010
Where	CDC
Authors	Laurent Lessard, Sanjay Lall

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