Minimax-Optimal Strategies for the Best-Choice Problem When a Bound is Known for the Expected Number of Objects
For the best-choice (or secretary) problem with an unknown number $N$ of objects, minimax-optimal strategies for the observer and minimax distributions for $N$ are derived under the assumption that $N...
For the best-choice (or secretary) problem with an unknown number $N$ of objects, minimax-optimal strategies for the observer and minimax distributions for $N$ are derived under the assumption that $N...
Positive Dependence of a Class of Multivariate Exponential Distributions
The positive dependence of a subclass of multivariate exponential distributions is examined. This class is characterized by an index vector ${\bf k}$ and a parameter vector ${\boldsymbol \lambda} $, w...
The positive dependence of a subclass of multivariate exponential distributions is examined. This class is characterized by an index vector ${\bf k}$ and a parameter vector ${\boldsymbol \lambda} $, w...
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The ${\bf H}_\infty $-Problem with Control Constraints
SIAM J. Control Optim. Volume 32, Issue 4, pp. 952-964 (July 1994)
Issue Date: July 1994
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Necessary and sufficient conditions for the existence of a solution to the suboptimal ${\bf H}_\infty $-problem for input-output linear systems with control constraints are established.
©1994 (Copyright) Society for Industrial and Applied Mathematics
| History: | Received 1992-06-15; accepted 1993-01-20 |
| Permalink: | http://dx.doi.org/10.1137/S0363012992227836 |
KEYWORDS and AMS
stabilizing feedback,
Hamilton–,
Jacobi equations,
analytic semigroup,
convex function,
subdifferential
93B50, 93C35, 49A40
PUBLICATION DATA
0363-0129 (print)
1095-7138 (online)
SIAM