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The Fisher-Rao geometry of beta distributions applied to the study of canonical moments

• Authors : Brigant, Alice Le; Puechmorel, Stéphane

Subjects: Mathematics - Statistics Theory; Mathematics - Differential Geometry

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Optimal Uncertainty Quantification of a risk measurement from a thermal-hydraulic code using Canonical Moments

• Authors : Stenger, Jerome; Gamboa, Fabrice; Keller, Merlin

Subjects: Statistics - Methodology; Mathematics - Probability; Statistics - Applications

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Optimal Uncertainty Quantification on moment class using canonical moments

• Authors : Stenger, Jerome; Gamboa, Fabrice; Keller, Merlin

Subjects: Mathematics - Statistics Theory; Statistics - Applications; Statistics - Computation

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Matricial Canonical Moments and Parametrization of Matricial Hausdorff Moment Sequences

• Authors : Fritzsche, Bernd; Kirstein, Bernd; Mädler, Conrad

Subjects: Mathematics - Classical Analysis and ODEs; 44A60, 15B48

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Actions are characterized by ‘canonical moments’ in a sequence of movements

• Authors : Brady, Nuala; Gough, Patricia; Leonard, Sophie

• Source: Cognition ; volume 242, page 105652 ; ISSN 0010-0277

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Canonical moments and random spectral measures

• Authors : Gamboa, Fabrice; Rouault, Alain

Subjects: Mathematics - Probability; 15A52, 60G57, 60F10

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Optimal Uncertainty Quantification of a risk measurement from a thermal-hydraulic code using Canonical Moments

• Authors : Stenger, Jerome; Gamboa, Fabrice; Keller, Merlin, M. ...

Subjects: uncertainty quantification; optimal uncertainty quantification; robustness

• Source: ISSN: 2152-5080 ; International Journal of Uncertainty Quantification ; https://hal.science/hal-01987449 ; International Journal of Uncertainty Quantification, 2020, 10, pp.35-53.

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Optimal Uncertainty Quantification of a risk measurement from a thermal-hydraulic code using Canonical Moments

• Authors : Bertrand Iooss; Merlin Keller; Fabrice Gamboa ...

Subjects: FOS: Computer and information sciences; Statistics and Probability; Mathematical optimization

• Source: International Journal of Uncertainty QuantificationInternational Journal of Uncertainty Quantification, 2020, 10, pp.35-53

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Matricial Canonical Moments and Parametrization of Matricial Hausdorff Moment Sequences

• Authors : Conrad Mädler; Bernd Kirstein; Bernd Fritzsche

Subjects: Pure mathematics; Applied Mathematics; 010102 general mathematics

• Source: Complex Analysis and Operator Theory. 13:2123-2169

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Actions are characterised by ‘canonical moments’ in a sequence of movements

• Authors : Brady, Nuala

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