Literature DB >> 1164534

Index selection with proportionality constraints.

C D Kemp, D A Harville.   

Abstract

Tallis [1962] formulated and solved the problem of constructing a selection index whose use will produce changes in the means of genotypic values of various traits that are proportional to ultimately desired changes. Several meaningful variations of this problem are described, and their solutions are presented in a common framework.

Mesh:

Year:  1975        PMID: 1164534

Source DB:  PubMed          Journal:  Biometrics        ISSN: 0006-341X            Impact factor:   2.571


  11 in total

1.  A simple stepwise procedure of deriving selection index with restrictions.

Authors:  C Y Lin
Journal:  Theor Appl Genet       Date:  1985-05       Impact factor: 5.699

2.  Restricted best linear unbiased prediction and a selection model.

Authors:  T R Famula
Journal:  Theor Appl Genet       Date:  1984-02       Impact factor: 5.699

3.  Index selection with nonlinear profit function as a tool to achieve simultaneous genetic gain.

Authors:  S Magnussen
Journal:  Theor Appl Genet       Date:  1991-09       Impact factor: 5.699

4.  Selection index: economic weights for maximum simultaneous genetic gain.

Authors:  S Magnussen
Journal:  Theor Appl Genet       Date:  1990-05       Impact factor: 5.699

5.  The use of constrained selection indexes in breeding for economic merit.

Authors:  J P Gibson; B W Kennedy
Journal:  Theor Appl Genet       Date:  1990-12       Impact factor: 5.699

6.  Selection strategies for developing smooth bromegrass cell wall ideotypes.

Authors:  M D Casler; J A Carpenter; J R Attewell
Journal:  Theor Appl Genet       Date:  1989-12       Impact factor: 5.699

7.  A comparison of restricted selection index and linear programming in sire selection.

Authors:  T R Famula
Journal:  Theor Appl Genet       Date:  1992-07       Impact factor: 5.699

8.  Evaluation criterion for response to selection with constraint.

Authors:  Masahiro Satoh
Journal:  Anim Sci J       Date:  2019-02-05       Impact factor: 1.749

9.  Efficiency of a Constrained Linear Genomic Selection Index To Predict the Net Genetic Merit in Plants.

Authors:  J Jesus Cerón-Rojas; Jose Crossa
Journal:  G3 (Bethesda)       Date:  2019-12-03       Impact factor: 3.154

10.  Optimum and Decorrelated Constrained Multistage Linear Phenotypic Selection Indices Theory.

Authors:  J Jesus Cerón-Rojas; Fernando H Toledo; Jose Crossa
Journal:  Crop Sci       Date:  2019-10-31       Impact factor: 2.319

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