Description Usage Arguments Value Author(s) References Examples
The function performs analysis of North Carolina I design (Comstock and Rosbinson 1952).
1 | carolina1(dataframe, set, male, female, progeny, replication, yvar)
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dataframe |
Dataframe sould consist of variables set, male, female, progeny and replication along with at least one y variable (yvar) |
set |
name of numeric variable for set |
male |
name of numeric variable with male |
female |
name of numeric variable with female |
progeny |
name of numeric variable with progeny |
replication |
name of numeric variable with replication |
yvar |
name of name of y variable to be analyzed |
The following values as list are returned -
model |
model - use anova (model) to see analysis of variables |
'variance male' |
Male variance |
'BULP estimates' |
BLUP estimates |
'variance female' |
Female variance |
'additive variance' |
Additive variance |
'dominance variance' |
Dominance variance |
'female:male:set:replication' |
female:male:set:replication |
'female:male:set' |
female:male:set |
'male:set' |
male:set |
'set:replication' |
set:replication |
Umesh R. Rosyara
Comstock R.F., Rosbinson F.F (1952). Estimation of average dominance of genes. In Heterosis, Iowa State College Press, Iowa City, Iowa, chapter 30.
Singh R.K., Chaudhary B.D.(1985) Biometrical Methods in Quantitative Genetics Analysis, Kalyani Publishers
Mather K., Jinks J.L. (1971). Biometrical Genetics. Chapman & Hall, London.
Saxton A. (2004) Genetic Analysis of Complex Traits Using SAS. SAS Institute, Inc.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 | data(northcaro1)
# using general linear model
p1 <- carolina1(dataframe = northcaro1, set = "set", male = "male", female = "female",
progeny = "progeny", replication = "replication", yvar = "yield")
print(p1)
anova(p1[[1]]) # anova
p1[[1]]$coefficients ## coefficients
p1$var.m # male variance
p1$ var.f # femal variance
p1$ var.A # variance additive
p1$ var.D # variance dominance
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