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A note on the Campbell sampling theorem / by Lee, Alan J.(CARDINAL)182804; 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 8).
Subjects: Mathematical statistics.; Sampling (Statistics); Variables (Mathematics);
Available copies: 1 / Total copies: 2
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Towards reconstruction of an un-paired random sample / by Lucas, Donna.(CARDINAL)200236; 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 (pages [107]-110).
Subjects: Mathematical statistics.; Sampling (Statistics); Variables (Mathematics);
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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Dependent relevations / by Johnson, Norman Lloyd.(CARDINAL)146538; Kotz, S.; 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 9).
Subjects: Mathematical statistics.; Multivariate analysis.; Variables (Mathematics);
Available copies: 2 / Total copies: 3
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The exact approximation order of the random maximum of cumulative sums of independent variables / by Fotopoulos, S. B.; 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: Mathematical statistics; Variables (Mathematics);
Available copies: 2 / Total copies: 3
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Equivalence and nonidentifiability in competing risks : a review and critique / by Elandt-Johnson, Regina C.,1918-2011.(CARDINAL)146537; University of North Carolina (System).Institute of Statistics.(CARDINAL)165205; University of North Carolina at Chapel Hill.Department of Biostatistics.(CARDINAL)167680;
Includes bibliographical references (pages 18-19).
Subjects: Competing risks.; Mathematical statistics.; Variables (Mathematics);
Available copies: 1 / Total copies: 2
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On properties of estimators of testing homogeneity in rx2 contingency tables of small sample size / by Yassaee, H.; 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 14).
Subjects: Contingency tables.; Mathematical statistics.; Variables (Mathematics);
Available copies: 1 / Total copies: 2
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A Cramer-Rao type inequality for random variables in Euclidean manifolds / by Hendriks, H.; Ruymgaart, F. H.; 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 (page 14).
Subjects: Mathematical statistics.; Manifolds (Mathematics); Random variables.;
Available copies: 1 / Total copies: 2
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Functions & variables / by Borth, Teddy,author.(CARDINAL)615115;
470LAccelerated Reader AR
Subjects: Functions; Variables (Mathematics);
Available copies: 2 / Total copies: 2
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Information and action : using variables / by Miller, Derek L.,author.(CARDINAL)626306;
Includes bibliographical references and index.A closer look at variables -- Variables in everyday life -- Bringing it all together.In computer science, variables are the system for storing, labeling, and retrieving information programmatically. Where information is stored and how it is labeled is important. These distinctions determine which actions can be taken with the information, such as changing the color of text or retouching an image. This book demonstrates how we organize information and objects in our daily lives and how these real-world examples can shed light on how computer programs work.
Subjects: Computer programming; Variables (Mathematics);
Available copies: 0 / Total copies: 1
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Results 11 to 20 of 114 | « previous |