From e3994da83f30c9ee112b1a68d388fb5655b1a89b Mon Sep 17 00:00:00 2001 From: wangtien Date: Fri, 1 Dec 2023 23:25:03 +0100 Subject: [PATCH] little update of bracket in vignette. --- doc/toolStability.Rmd | 4 ++-- doc/toolStability.pdf | Bin 480752 -> 483458 bytes vignettes/toolStability.Rmd | 4 ++-- 3 files changed, 4 insertions(+), 4 deletions(-) diff --git a/doc/toolStability.Rmd b/doc/toolStability.Rmd index 554976d..4b019bb 100644 --- a/doc/toolStability.Rmd +++ b/doc/toolStability.Rmd @@ -335,10 +335,10 @@ Ecovalence [@wricke1962] is calculated based on square and sum up the genotype interaction all over the environment. Variety with low ecovalence is considered as stable. Ecovalence is expressed as: -$$W_{i} = \sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}}^{2})$$ +$$W_{i} = \sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}})^{2}$$ To let $W_{i}$ comparable between experiments, we also provide the modified ecovalence ($W_{i}'$), whcih take the number of environments into account. User can get ($W_{i}'$) by setting `modify = TRUE`. -$$W_{i}' = \frac{\sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}}^{2})}{E-1}$$ +$$W_{i}' = \frac{\sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}})^{2}}{E-1}$$ where $X_{ij}$ is the observed phenotypic mean value of genotype $i$ (i = 1,..., G) in environment $j$ (j = 1,...,E), with $\bar{X_{i.}}$ denoting marginal means of genotype $i$. diff --git a/doc/toolStability.pdf b/doc/toolStability.pdf index d51f42f7f3204e38d3fcc08410dd5f8a3df1dd8f..847a044a4f0f662ec9eddc02ac7ec15677cbfb56 100644 GIT binary patch delta 108225 zcmZ6xQ;;r9tOYu@vB$P;+cSG?+cv(jZQHhO+qOM>toxsHZrz9b($!U|O6Q@olB}%z zD!jk}ym)e8<}`m$NGiaMmYnkvBT~<+`nd(c@#WTHOHOJ4EK58VLjSCf1=lc@d~=-9A9<9iB>lcV zcsU#SJ#V-$Id zX$FG-9b?x-3>bw$tQLHG98dM^X-1mMhD^bv1zT#Bw)h+IvkUMa-eW^NJ7}>NtWuxp z7v3r0Q(~DFQ_+`oPJ;PR>G0${q@Yp%v#tufNc^PvwhYihltkhGeCD@zQTN+VdN*94 zT9{mmnVQ6;8Oih4`}JlbAvZp~)^6>lwuJ>IevZB-;!y7+Je{&y*LdDA9!I^A^OCGn 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environment. Variety with low ecovalence is considered as stable. Ecovalence is expressed as: -$$W_{i} = \sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}}^{2})$$ +$$W_{i} = \sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}})^{2}$$ To let $W_{i}$ comparable between experiments, we also provide the modified ecovalence ($W_{i}'$), whcih take the number of environments into account. User can get ($W_{i}'$) by setting `modify = TRUE`. -$$W_{i}' = \frac{\sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}}^{2})}{E-1}$$ +$$W_{i}' = \frac{\sum_{j}~(X_{ij} - \bar{X_{i.}} - \bar{X_{.j}} + \bar{X_{..}})^{2}}{E-1}$$ where $X_{ij}$ is the observed phenotypic mean value of genotype $i$ (i = 1,..., G) in environment $j$ (j = 1,...,E), with $\bar{X_{i.}}$ denoting marginal means of genotype $i$.