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These interrelations are used to delineate a compact and convex space that bounds the set of all physically realizable 2-point correlations called the 2-point correlations hull.
The conditions for the stabilizability and H∞ performance of the system apply the Lyapunov-Krasovskii functional and the recent descriptor approach to the control of time-delay systems, whereas the conditions for finding an ellipsoid that bounds the set of the states (in the Euclidean space) that are reachable from the origin in finite time are obtained via the Razumikhin approach.
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A sequence of fuzzy numbers is said to be bounded if the set of fuzzy numbers is bounded.
(b) A sequence ( x n ) in X is called bounded if the set of its terms is bounded. .
A sequence ( x n ) in X is called bounded if the set of its terms is bounded.
A. (b) A sequence ( x n ) in Y is called bounded if the set of its terms is bounded.
b for all x ? A. A sequence ( x n ) in Y is called bounded if the set of its terms is bounded.
Another difficulty is to show that a corresponding integral operator is bounded on the set of functions between upper and lower solutions in C 0 1 [ 0, 1 ].
Assuming that reactions are irreversible and fluxes have physical upper-bounds, the set of solutions to Eq. (1) is a convex polyhedron, called a simplex, of plausible flux distributions.
Coupled with the use of a special class of infeasibility certificates obtained by semidefinite programming [ 28, 29], and with an effective exploration strategy, this allows to efficiently outer-bound the set of consistent parameters.
The key issue in nonlinear set-membership estimation is to find suitable techniques, which produce related bounds for the set of unknown system states without being too computationally demanding.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com