Statistical Decision Theory and Bayesian Analysis, 2nd ed.by J.O. Berger
- 期刊名称Giornale degli Economisti e Annali di Economia (Nuova Serie)
- 作者Review by: Guido Consonni
- 卷第45卷
- 印刷ISSN0017-0097
- 文件大小359.25KB
- 发表时间1986-0910
- DOI10.2307/23246020
- 页码587-588
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On Certain Extremal Problems for PolynomialsB.D. Bojanov; Q.I. Rahman · 1995
Some extremal problems for trigonometric polynomialsEduard Belinsky · 2003
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Extremal Problems for PolynomialsBoas, R. P. · The American Mathematical Monthly · 1978
Certain Extremal Problems for PolynomialsD. P. Dryanov, M. A. Qazi and Q. I. Rahman · Proceedings of the American Mathematical Society · 2003
Some extremal problems for polynomials in integral metricsA. V. Moskovskii · Mathematical Notes · 1995
Letters to the EditorHerbert I. Gross, Lawrence L. Krajewski, Ralph P. Boas, R. P. Boas and D. H. Erkiletian · The Two-Year College Mathematics Journal · 1975
Short Proofs of Three Theorems on Harmonic FunctionsH. P. Boas and R. P. Boas · Proceedings of the American Mathematical Society · 1988
E648Mary L. Boas, R. P. Boas, Jr. and J. B. Kelly · The American Mathematical Monthly · 1945
Simplification of Some Contour IntegrationsMary L. Boas and R. P. Boas · The American Mathematical Monthly · 1985
Simplification of Some Contour IntegrationsBoas, Mary L.; Boas, R. P. · The American Mathematical Monthly · 1985
A New Use for an Old CounterexampleBoas, Mary L.; Boas, R. P. · The American Mathematical Monthly · 1975
29. Shakespeare’s Twelfth Night, II, iii, 25-27Boas, Ralph P.; Boas, R. P. · The Explicator · 1945
A New Use for an Old CounterexampleMary L. Boas and R. P. Boas, Jr. · The American Mathematical Monthly · 1975
Front MatterThe American Mathematical Monthly · 2011
Front MatterThe American Mathematical Monthly · 2012
The Mathematics of DoodlingRavi Vakil · The American Mathematical Monthly · 2011
What Does the Spectral Theorem Say?P. R. Halmos · The American Mathematical Monthly · 1963
Hilbert's Tenth Problem is UnsolvableMartin Davis · The American Mathematical Monthly · 1973
The Transcendence of πIvan Niven · The American Mathematical Monthly · 1939
The D'Alembert Functional EquationF. J. Papp · The American Mathematical Monthly · 1985
Most Monotone Functions are SingularTudor Zamfirescu · The American Mathematical Monthly · 1981