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Another note on the inequality between geometric and p‐generalized arithmetic mean: Another note on the inequality between geometric and \(p\)-generalized arithmetic mean

• Authors : Thäle, Christoph (Prof. Dr.)

Subjects: ddc:510; Berry-Esseen bound; Large deviations

• Source: Mathematische Nachrichten. 294:1977-1986

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Bounds for the Arithmetic Mean in Terms of the Neuman-Sándor and Other Bivariate Means: Bounds for the arithmetic mean in terms of the Neuman-Sándor and other bivariate means

• Authors : Zhang, Fan; Chu, Yu-Ming; Qian, Wei-Mao

Subjects: QA1-939; 0101 mathematics; 01 natural sciences

• Source: Journal of Applied Mathematics, Vol 2013 (2013)J. Appl. Math.

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Technical note: Comparison of arithmetic mean and energy‐weighted mean flood histogram generation methods for dual‐ended readout positron emission tomography detectors

• Authors : Cong, Longhan; Kuang, Zhonghua; Sang, Ziru ...

• Source: Medical Physics ; volume 49, issue 7, page 4455-4465 ; ISSN 0094-2405 2473-4209

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Bounds for Combinations of Toader Mean and Arithmetic Mean in Terms of Centroidal Mean

• Authors : Wei-Dong Jiang

Subjects: Technology; Medicine; Science

• Source: The Scientific World Journal, Vol 2013 (2013)

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Multicriteria decision making based on intuitionistic fuzzy prioritized arithmetic mean

• Authors : Wang, Weize; Mendel, Jerry M.;

• Source: International Journal of Intelligent Systems ; volume 33, issue 7, page 1412-1425 ; ISSN 0884-8173

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The arithmetic mean of ratio-normalized experiments overestimates the trueE/C ratio

• Authors : Engstr�m, Stefan; Lindgren, Martin

• Source: Bioelectromagnetics ; volume 21, issue 2, page 137-144 ; ISSN 0197-8462 1521-186X

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Arithmetic Mean

• Authors : Stigler, Stephen M.

• Source: Encyclopedia of Statistical Sciences ; ISBN 9780471150442 9780471667193

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Arithmetic Mean

• Authors : Stigler, S.

• Source: Encyclopedia of Statistical Sciences ; ISBN 9780471150442 9780471667193

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An efficient Riemann solver for open channel flows

• Authors : Glaister, P.

Subjects: St. Venant equations; Water waves, gravity waves; dispersion and scattering, nonlinear interaction

• Source: Communications in Numerical Methods in Engineering. 12:13-20

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The theorem of the means for cardinal and ordinal numbers

• Authors : George Rousseau

Subjects: ordinal numbers; geometric mean; cardinal numbers

• Source: Mathematical Logic Quarterly. 39:279-286

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