Generalized inverse matrices with applications to statistics

Generalized inverse matrices with applications to statistics

Saved in:

Bibliographic Details
Main Author:	Pringle, R. M
Other Authors:	Rayner, Arthur Asquith (joint author)
Format:	Book
Published:	London Griffin 1971
Subjects:	Analysis of variance Matrix inversion
Online Access:	Click Here to View Status and Holdings.
Tags:	Add Tag No Tags, Be the first to tag this record!

Similar Items

Analisa struktur dengan metode matrix
by: Supartono, F. X
Published: (1981)

Regression and the Moore-Penrose pseudoinverse
by: Albert, Arthur E
Published: (1972)

Variance components estimation mixed models, methodologies and applications
by: Rao, Poduri S. R. S
Published: (1997)

Applied statistics analysis of variance and regression
by: Mickey, Ruth M. 1954-
Published: (2004)

Variance components
by: Searle, S. R. 1928- Shayle R.
Published: (2006)

Applied statistics analysis of variance and regression
by: Dunn, Olive Jean
Published: (1974)

Analysis of covariance
by: Wildt, Albert R
Published: (1978)

Analisis varians
by: Iversen, Gudmund R
Published: (1986)

A student's guide to analysis of variance
by: Roberts, Maxwell J.
Published: (1999)

Fundamentals of exploratory analysis of variance
by: Hoaglin, David C. (David Casterd1944-
Published: (1991)

Analysis and design of experiments analysis of variance and analysis of variance designs
by: Mann, H.B
Published: (1949)

VARIANCE ANALYSIS
by: West, Colston
Published: (1986)

Introduction to analysis of variance design, analysis and interpretation
by: Turner, J. Rick
Published: (2001)

ANOVA for the behavioural sciences researcher
by: Cardinal, Rudolf N.
Published: (2006)

Statistical method the geometric approach
by: Saville, David J
Published: (1991)

Statistical methods the geometric approach
by: Saville, David J
Published: (1991)

Statistical methods a geometric primer
by: Saville, David J
Published: (1996)

STATISTICS FOR EXPERIMENTERS An Introduction to Design, Data Analysis and Model Building
by: Box, George E. P
Published: (1978)

Statistical theory of the analysis of experimental designs
by: Ogawa, Junjiro 1915-
Published: (1974)

Estimation of variance components and applications
by: Rao, C. Radhakrishna 1920- Calyampudi Radhakrishna
Published: (1988)

Statistical methods for rates and proportions
by: Fleiss, Joseph L
Published: (2003)

Linear models with R
by: Faraway, Julian James
Published: (2005)

Multivariate analysis of variance
by: Bray, James H.
Published: (1985)

Introducing anova and ancova a GLM approach
by: Rutherford, Andrew
Published: (2001)

Theory and application of the linear model
by: Graybill, Franklin A
Published: (1976)

Theory and application of the linear model
by: Graybill, Franklin A.
Published: (1976)

Observational studies
by: Rosenbaum, Paul R
Published: (1995)

Introduction to variance estimation
by: Wolter, Kirk M.
Published: (2007)

Statistics for Experimenters Design, Innovation, and Discovery
by: Box, George E. P., et al.
Published: (2005)

Analysis of variance via confidence intervals
by: Bird, Kevin D.
Published: (2004)

Experimental design and analysis
by: Lee, Wayne 1935-
Published: (1975)

EXPERIMENTAL DESIGN USING NOVA
by: Tabachnick, Barbara G. 1936-, et al.
Published: (2007)

Linear models for unbalanced data
by: Searle, S R 1928- Shayle R.
Published: (2006)

Matrix theory from generalized inverses to Jordan form
by: Piziak, Robert
Published: (2007)

Statistical and computational inverse problems
by: Kaipio, Jari
Published: (2005)

Products and process optimization using response surface methodology
by: Awang Bono 1959-
Published: (2008)

MODELLING BINARY DATA
by: Collett, David 1952-
Published: (2003)

Geophysical inverse theory
by: Parker, Robert L. 1942- Robert Ladislav
Published: (1994)

Analysis of Binary Data
by: Cox, D. R. (David Roxbee), et al.
Published: (1989)

Analysis of messy data
by: Milliken, George A. 1943-
Published: (1984)