Search results for [Asymptotic expansions.] at NC Cardinal

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An asymptotically efficient solution to the Bandwith problem of kernel density estimation / by Marron, James Stephen,1954-(CARDINAL)170252; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205;

Includes bibliographical references (leaves 17-18).

Subjects: Asymptotic expansions.; Kernel functions.;

Available copies: 1 / Total copies: 2

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M-methods in multivariate linear models / by Singer, Julio da Motta,1950-(CARDINAL)170220; Sen, Pranab Kumar,1937-(CARDINAL)158125; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205;

Includes bibliographical references (pages 34-35).

Subjects: Asymptotic expansions.; Multivariate analysis.;

Available copies: 1 / Total copies: 2

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Recursive M-tests for the constancy of multivariate regression relationships over time / by Sen, Pranab Kumar,1937-(CARDINAL)158125; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205;

Includes bibliographical references (page [22]).

Subjects: Asymptotic expansions.; Multivariate analysis.;

Available copies: 1 / Total copies: 2

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On prediction and the power transformation family / by Carroll, Raymond J.(CARDINAL)165425; Ruppert, David,1948-(CARDINAL)165426; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; University of North Carolina at Chapel Hill.Department of Statistics.(CARDINAL)149563;

Includes bibliographical references (leaf 19).

Subjects: Asymptotic expansions.; Mathematical statistics.;

Available copies: 1 / Total copies: 2

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M-methods in multivariate linear models / by Singer, Julio da Motta,1950-(CARDINAL)170220; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205;

Includes bibliographical references (pages 95-97).

Subjects: Asymptotic expansions.; Multivariate analysis.;

Available copies: 1 / Total copies: 2

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Asymptotic and conditional inference : some general concepts and recent developments / by Cox, D. R.(David Roxbee)(CARDINAL)125141; Ruppert, David,1948-(CARDINAL)165426; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; University of North Carolina at Chapel Hill.Department of Statistics.(CARDINAL)149563;

Includes bibliographical references (leaves 27-29).

Subjects: Asymptotic expansions.; Estimation theory.;

Available copies: 1 / Total copies: 2

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Expected number of vertices of a random convex polytope : I. integral formula and asymptotic bounds / by Kelly, D.; Tolle, J. W.; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; University of North Carolina at Chapel Hill.Department of Statistics.(CARDINAL)149563;

Includes bibliographical references.

Subjects: Asymptotic expansions.; Polytopes.; Variables (Mathematics);

Available copies: 2 / Total copies: 3

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Comparison of the probabilities of misclassification for the estimated linear, quadratic, and unbiased-density discriminant functions using asymptotic expansions / by Trost, Donald C.(CARDINAL)195988; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; University of North Carolina at Chapel Hill.Department of Biostatistics.(CARDINAL)167680;

Bibliography: pages [172]-176.

Subjects: Asymptotic expansions.; Discriminant analysis.;

Available copies: 1 / Total copies: 2

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On a Kolmogorov-Smirnov type aligned test / by Sen, Pranab Kumar,1937-(CARDINAL)158125; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205;

Includes bibliographical references.

Subjects: Asymptotic expansions.; Mathematical statistics.; Nomography (Mathematics);

Available copies: 1 / Total copies: 2

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On unification of the asymptotic theory of nonlinear econometric models / by Burguete, Jose F.; Gallant, A. Ronald,1942-(CARDINAL)170257; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; North Carolina State University.(CARDINAL)157604;

Includes bibliographical references (pages 51-53).

Subjects: Asymptotic expansions.; Nonlinear theories.; Mathematical statistics.;

Available copies: 1 / Total copies: 2

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