On linear-quadratic optimal control problems for time-varying descriptor systems
GA Kurina, R März - SIAM Journal on Control and Optimization, 2004 - SIAM
GA Kurina, R März
SIAM Journal on Control and Optimization, 2004•SIAMWe deal with linear-quadratic optimal control problems for time-varying descriptor systems in
a Hilbert space setting. A sufficient solvability condition is given by means of an
appropriately stated linear boundary value problem (BVP) and by discussing the special
structure of the regular differential system inherent in this BVP.
a Hilbert space setting. A sufficient solvability condition is given by means of an
appropriately stated linear boundary value problem (BVP) and by discussing the special
structure of the regular differential system inherent in this BVP.
We deal with linear-quadratic optimal control problems for time-varying descriptor systems in a Hilbert space setting. A sufficient solvability condition is given by means of an appropriately stated linear boundary value problem (BVP) and by discussing the special structure of the regular differential system inherent in this BVP.
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