ACCURACY ESTIMATION OF METHOD FOR PARAMETERS MEASUREMENT OF PULSE SIGNALS AND OFDM (N-OFDM) SIGNALS by Vadym I. Slusar, Andrii O. Zinchenko, Yurii H. Danyk

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Generalized Kramer–Rao inequality for the moments of distribution of estimation error by A. V. Ausiannikau, V. M. Kozel

“…In this paper it's obtained a generalized system of statistical inequalities under additional conditions of regularity of the statistical experiment, which is a generalization of the Cramer–Rao inequality. The resulting system of inequalities allows to find the lower bounds of arbitrary even error moments of estimates of unknown parameters. …”
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Estimating entanglement in a class of N-qudit states by Sumiyoshi Abe

“…The problem of estimating the parameters in a class of the Werner-type N-qudit states has been studied in the context of the quantum Cramer–Rao inequality. The largest value of the lower bound to the error of estimate by the quantum Fisher information has been shown to coincide with the separability point only in the case of two qubits. …”
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Location estimation of UWB-based wireless capsule endoscopy using TDoA in various gastrointestinal simulation models. by Sruthi Krishnan, Mohammed Abdel-Hafez, Matti Hämäläinen

“…The algorithm performance is observed for different variances in the distance estimation using different numbers of receivers, and the results are compared to the Cramér-Rao lower bound (CRLB). The calculated error in thickness from the different sections of abdominal tissues of the individual voxel models is applied to the distance estimates from the corresponding receiver sections prior to the WCE location estimation. …”
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