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Series Statistics Volume 12, 1981 - Issue 2
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Original Articles

Linear models and convex geometry: aspects of non-negative variance estimationFootnote1

Friedrich Pukelsheim Institut für Mathematische, Stochastik der Universität, Hermann-Herder-Straße 10, Freiburg im Breisgau, D-7800, Federal Republic of Germany
Pages 271-286 | Published online: 27 Jun 2007

Citations (19)

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Read on this site (6)

Zhao Ouyang. (1992) Invariant nonnegative minimum norm quadratic estimator of variance components and its application. Statistics 23:2, pages 145-158.
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L.R. Verdooren. (1988) Least squares estimators and non-negative estimators of variance components. Communications in Statistics - Theory and Methods 17:4, pages 1027-1051.
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S. Ginot & J. Sezedinicka. (1988) On minimum biased quadratic estimators. Statistics 19:2, pages 215-222.
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Thomas Mathew. (1987) On the characterization of nonegatively estimable linear combinations of variance components. Statistics 18:2, pages 227-236.
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Robert K. Rayner. (1985) A test for variance-covarianch parameters in normal linear models. Communications in Statistics - Theory and Methods 14:10, pages 2379-2392.
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Yogendra P. Chaubey. (1984) On the comparison of some non-negative estimators of variance components for two models. Communications in Statistics - Simulation and Computation 13:5, pages 619-633.
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Articles from other publishers (13)

Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 411 417 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 383 410 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 305 360 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 263 304 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 183 261 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 89 182 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 81 88 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 527 569 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 493 525 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 477 491 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 461 475 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 419 441 .
Erik Grafarend & Joseph AwangeErik W. Grafarend & Joseph L. Awange. 2012. Linear and Nonlinear Models. Linear and Nonlinear Models 1 80 .

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