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Calculus / Lyapunov stability / Control-Lyapunov function / Lyapunov function / Vector field / Xi / Connection / Spectral theory of ordinary differential equations / Stability theory / Mathematical analysis / Mathematics


c 2008 International Press COMMUNICATIONS IN INFORMATION AND SYSTEMS Vol. 8, No. 4, pp, 2008
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Document Date: 2009-03-11 05:16:04


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Company

SSPA Maritime Consulting AB / /

Country

Sweden / Canada / /

/

Facility

Queen’s University / /

IndustryTerm

stable solution / non-affine nonlinear systems / feedback control law u∗ / abstract energy function / smooth controlaffine systems / feedback law / minimum norm solution / linear systems / feedback control law / control-affine systems / explicit stabilizing feedback law / nonaffine nonlinear systems / multi-input control-affine systems / nonaffine systems / /

Organization

Natural Sciences and Engineering Research Council of Canada / Department of Mathematics and Statistics / Queen’s University / Kingston / /

Person

Roger Brockett / /

Position

corresponding stabilizing feedback controller / asymptotic stabilizing feedback controller / Prime Minister / continuous stabilizing feedback controller / sliding mode controller / universal stabilizing feedback controller / stabilizing controller / stabilizing feedback controller / general systems the control values / feedback controller / controller / possibly discontinuous feedback controller / /

ProvinceOrState

Ontario / /

Technology

simulation / /

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