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Haapasalo, E., Heinosaari, T. & Pellonpää, J.-P. Quantum measurements on finite dimensional systems: relabeling and mixing. Quantum Inf. Process. 11, 1751–1763 (2012). :65' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd: 27. Nielsen, M. & Chuang, I. Quantum Computation and Quantum Information. Cambridge Series on Information and the Natural Sciences (Cambridge University Press, 2000). :73' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd: 26. Martnez-Vargas, E. Random sampling of extremal povms. GitHub, https://github.com/estebanmv/Random-Sampling-Extremal-POVMs (2019). :74' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd:Figure 1. We study the numerical accuracy (a) and time cost (b) of estimating the quantum Van Trees information, for a qubit encoding parameter  on its phase, see Section 2.3.1. (a) A numerical estimation was done using the RSM metho:83' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd:Figure 1. We study the numerical accuracy (a) and time cost (b) of estimating the quantum Van Trees information, for a qubit encoding parameter  on its phase, see Section 2.3.1. (a) A numerical estimation was done using the RSM meth:94' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd: 18. Martnez-Vargas, E., Pineda, C., Leyvraz, F. & Barberis-Blostein, P. Quantum estimation of unknown parameters. Phys. Rev. A 95, 012136 (2017). :96' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd:Figure 2. (a) Quantum Van Trees information for estimating a Gaussian distributed random phase acquired by a coherent state. (b) Calculation of  for a displaced thermal state with  and  (we varied ) with a random pha:100' cannot be found Offset: 508923 ID: PDF-HUL-122 ErrorMessage: edu.harvard.hul.ois.jhove.module.pdf.PdfInvalidException: Invalid indirect destination - referenced object 'SpringerNature_SciRep_65934.indd:Figure 2. (a) Quantum Van Trees information for estimating a Gaussian distributed random phase acquired by a coherent state. (b) Calculation of  for a displaced thermal state with  and  (we varied ) with a random ph:101' cannot be found Offset: 508923 MIMEtype: application/pdf PDFMetadata: Objects: 422 FreeObjects: 1 IncrementalUpdates: 0 DocumentCatalog: ViewerPreferences: HideToolbar: false HideMenubar: false HideWindowUI: false FitWindow: false CenterWindow: false DisplayDocTitle: false NonFullScreenPageMode: UseNone Direction: L2R ViewArea: CropBox ViewClip: CropBox PrintArea: CropBox PageClip: CropBox PageLayout: SinglePage PageMode: UseOutlines Language: EN Outlines: Item: Title: Quantum measurement optimization by decomposition of measurements into extremals Children: Item: Title: Results Children: Item: Title: Bounds in the error of parameter estimation. Children: Item: Title: Crámer-Rao inequality. Item: Title: Quantum Cramér-Rao inequality. Item: Title: Bayesian Cramér-Rao inequality. Item: Title: Bayesian quantum Crámer-Rao inequality. Item: Title: Numerical algorithm. Children: Item: Title: Convexity. Item: Title: The algorithm. Children: Item: Title: Random Sampling Method. Item: Title: Conversion to a rank-1 POVM. Item: Title: Examples. Children: Item: Title: Qubit. Item: Title: Phase estimation. Children: Item: Title: Initial coherent state. Item: Title: Initial displaced thermal state. Item: Title: Discussion Item: Title: Methods Item: Title: Acknowledgements Item: Title: Figure 1 We study the numerical accuracy (a) and time cost (b) of estimating the quantum Van Trees information, for a qubit encoding parameter on its phase, see Section 2. Item: Title: Figure 2 (a) Quantum Van Trees information for estimating a Gaussian distributed random phase acquired by a coherent state. 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