Stability Analysis |
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Definitioon of Environment? 4 sites (locations), 20 varieties 4 sites planted at different times, 20 varieties 4 years, same location, 20 varieties Article Combining Sites (class project) (current H index) 6 years CIMMYT |
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Stability Analysis (treatment by environment interactions) Does stability analysis allow us to compensate for the enivionment? Stability Analysis (excel) (Step by Step)
Sarah Stability
Analysis (Genotype by Environment interactions, plant Breeding)
(example for agronomic experiments, Use of Stability Analysis for Long-Term Soil Fertility Experiments. Agron J. 85:159-167) 3. Magruder excel file (2018) |
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STABILITY1 (2019) | ||
Transpose
Function, OUTPUT DATA (2 examples) data one; title 'Experiment 502'; input YR rep TRT buac ndvi; cards; 2015 1 1 21.28178 0.36554 2015 1 2 12.36091 0.328445 2015 1 3 40.42274 0.31176 2015 1 4 26.82709 0.321575 2015 1 5 50.87466 0.382535 2015 1 6 50.00752 0.471955 2015 1 7 39.30216 0.35562 2015 1 8 36.33251 0.345845 2015 1 9 49.64076 0.32486 2015 1 10 47.74287 0.32503 2015 1 11 43.06957 0.395175 2015 1 12 43.06297 0.273865 2015 1 13 34.36974 0.338985 2015 1 14 47.73111 0.34379 2015 2 1 22.88433 0.34787 2015 2 2 24.69396 0.57251 2015 2 3 37.14757 0.48158 2015 2 4 34.68026 0.42269 2015 2 5 38.79577 0.484865 2015 2 6 37.21916 0.430585 2015 2 7 33.50571 0.5693 2015 2 8 14.00024 0.505865 2015 2 9 42.94052 0.50887 2015 2 10 44.13895 0.51408 2015 2 11 46.24279 0.431535 2015 2 12 38.71681 0.503365 2015 2 13 32.77249 0.47516 2015 2 14 38.82273 0.48257 2015 3 1 14.61918 0.514895 2015 3 2 35.14829 0.48562 2015 3 3 37.23976 0.47294 2015 3 4 29.93098 0.52958 2015 3 5 38.26039 0.41382 2015 3 6 38.66656 0.31307 2015 3 7 38.01788 0.49686 2015 3 8 30.47627 0.42585 2015 3 9 59.24651 0.43845 2015 3 10 41.84519 0.428305 2015 3 11 41.94684 0.441545 2015 3 12 44.23168 0.541045 2015 3 13 31.30745 0.439865 2015 3 14 29.37541 0.48239 2015 4 1 26.78909 0.41866 2015 4 2 41.85602 0.381125 2015 4 3 21.9037 0.38491 2015 4 4 39.64286 0.37452 2015 4 5 28.60002 0.279015 2015 4 6 47.06229 0.41004 2015 4 7 49.55126 0.399475 2015 4 8 40.6654 0.538765 2015 4 9 44.77015 0.39631 2015 4 10 49.58968 0.37811 2015 4 11 54.64815 0.44202 2015 4 12 51.95082 0.382965 2015 4 13 43.45964 0.409785 2015 4 14 56.00162 0.4493 2016 1 1 31.48766 0.462855 2016 1 2 11.34634 0.262175 2016 1 3 48.28937 0.540995 2016 1 4 41.90057 0.516977 2016 1 5 68.84554 0.678345 2016 1 6 68.22326 0.68275 2016 1 7 78.1176 0.720275 2016 1 8 38.89286 0.435065 2016 1 9 64.05394 0.621515 2016 1 10 62.60194 0.681395 2016 1 11 77.55754 0.680885 2016 1 12 77.12194 0.67568 2016 1 13 79.134 0.73458 2016 1 14 63.3072 0.67168 2016 2 1 23.35646 0.40803 2016 2 2 22.98309 0.49642 2016 2 3 40.34486 0.461225 2016 2 4 35.73994 0.552975 2016 2 5 47.6256 0.64803 2016 2 6 81.14606 0.725165 2016 2 7 80.586 0.681715 2016 2 8 48.82869 0.5676 2016 2 9 76.91451 0.703635 2016 2 10 76.45817 0.691615 2016 2 11 72.99411 0.679335 2016 2 12 77.30863 0.738825 2016 2 13 82.74326 0.72568 2016 2 14 81.85131 0.667615 2016 3 1 33.41674 0.476655 2016 3 2 39.99223 0.50729 2016 3 3 57.43697 0.55544 2016 3 4 64.80069 0.657595 2016 3 5 70.7124 0.74145 2016 3 6 74.07274 0.70844 2016 3 7 79.17549 0.72553 2016 3 8 65.94154 0.57041 2016 3 9 73.20154 0.71721 2016 3 10 71.31394 0.737585 2016 3 11 78.57394 0.72922 2016 3 12 73.49194 0.66059 2016 3 13 78.2628 0.728505 2016 3 14 71.99846 0.677075 2016 4 1 33.04337 0.41561 2016 4 2 39.61886 0.47183 2016 4 3 41.92131 0.479685 2016 4 4 52.16829 0.63576 2016 4 5 72.72446 0.643305 2016 4 6 77.49531 0.779375 2016 4 7 77.41234 0.768505 2016 4 8 60.65211 0.615025 2016 4 9 69.05297 0.68568 2016 4 10 76.06406 0.71884 2016 4 11 62.06263 0.728405 2016 4 12 79.09251 0.744165 2016 4 13 79.03029 0.818825 2016 4 14 73.59566 0.70691 2017 1 1 23.85717 0.314629 2017 1 2 12.68483 0.257307 2017 1 3 38.1755 0.356038 2017 1 4 36.44117 0.323612 2017 1 5 66.913 0.392922 2017 1 6 67.78017 0.394358 2017 1 7 83.732 0.299841 2017 1 8 47.1295 0.229693 2017 1 9 55.68017 0.365919 2017 1 10 60.8025 0.354267 2017 1 11 71.6925 0.393567 2017 1 12 83.77233 0.424359 2017 1 13 89.7215 0.388614 2017 1 14 55.9625 0.353884 2017 2 1 15.22583 0.265396 2017 2 2 16.698 0.242109 2017 2 3 29.50383 0.299444 2017 2 4 35.25133 0.267222 2017 2 5 52.97783 0.269743 2017 2 6 79.71883 0.355203 2017 2 7 83.0665 0.297053 2017 2 8 44.1045 0.284164 2017 2 9 71.34967 0.344706 2017 2 10 73.3865 0.372434 2017 2 11 59.97567 0.402907 2017 2 12 78.2265 0.329102 2017 2 13 73.084 0.289019 2017 2 14 77.88367 0.346586 2017 3 1 9.357333 0.239116 2017 3 2 18.25083 0.30686 2017 3 3 33.31533 0.390128 2017 3 4 56.18433 0.42831 2017 3 5 65.86433 0.372521 2017 3 6 71.16817 0.310582 2017 3 7 75.54433 0.413622 2017 3 8 64.45267 0.33567 2017 3 9 65.29967 0.397245 2017 3 10 70.46233 0.346632 2017 3 11 67.78017 0.436423 2017 3 12 64.41233 0.452181 2017 3 13 78.32733 0.400514 2017 3 14 58.03967 0.41715 2017 4 1 15.28633 0.27869 2017 4 2 23.61517 0.309064 2017 4 3 22.748 0.274233 2017 4 4 41.382 0.3178 2017 4 5 58.58417 0.35771 2017 4 6 66.71133 0.358414 2017 4 7 76.5325 0.375097 2017 4 8 48.01683 0.294 2017 4 9 60.78233 0.315517 2017 4 10 73.81 0.399386 2017 4 11 59.99583 0.401855 2017 4 12 73.8705 0.389664 2017 4 13 81.09017 0.379349 2017 4 14 56.18433 0.357562 2018 1 1 25.35127 0.350835 2018 1 2 21.24677 0.30902 2018 1 3 28.09376 0.38557 2018 1 4 33.89079 0.38648 2018 1 5 29.10124 0.374735 2018 1 6 29.28866 0.367505 2018 1 7 32.68307 0.265335 2018 1 8 22.95312 0.30112 2018 1 9 27.48733 0.348665 2018 1 10 28.26005 0.38271 2018 1 11 39.28575 0.3974 2018 1 12 34.50802 0.325165 2018 1 13 36.663 0.36565 2018 1 14 27.66738 0.382625 2018 2 1 23.55393 0.330865 2018 2 2 25.86312 0.38425 2018 2 3 28.66589 0.37975 2018 2 4 24.02724 0.41409 2018 2 5 35.79521 0.453455 2018 2 6 33.0427 0.29724 2018 2 7 31.03131 0.2848 2018 2 8 24.15685 0.335965 2018 2 9 36.50079 0.33095 2018 2 10 38.62329 0.414735 2018 2 11 30.76594 0.41802 2018 2 12 36.84715 0.37037 2018 2 13 35.04635 0.36169 2018 2 14 36.0845 0.319475 2018 3 1 25.23253 0.36541 2018 3 2 26.4264 0.380965 2018 3 3 28.12653 0.38771 2018 3 4 32.85669 0.424475 2018 3 5 20.37083 0.385495 2018 3 6 28.0802 0.325365 2018 3 7 30.97489 0.255205 2018 3 8 33.10883 0.29562 2018 3 9 26.02556 0.370545 2018 3 10 35.99467 0.37038 2018 3 11 36.61985 0.3283 2018 3 12 22.60888 0.40417 2018 3 13 32.21117 0.306895 2018 3 14 26.31142 0.408225 2018 4 1 28.32409 0.37795 2018 4 2 27.14981 0.39102 2018 4 3 30.40958 0.3913 2018 4 4 32.24415 0.455195 2018 4 5 27.11506 0.390775 2018 4 6 30.71747 0.34089 2018 4 7 29.21818 0.318405 2018 4 8 37.87698 0.385275 2018 4 9 37.71674 0.38376 2018 4 10 32.61109 0.403655 2018 4 11 36.16417 0.395455 2018 4 12 35.91522 0.36857 2018 4 13 30.10266 0.375965 2018 4 14 38.75564 0.38987 proc print; /* data two; set one; proc sort; by yr trt; proc means noprint data = two; var yield ndvi; output out = new2 mean = myield mndvi; by yr trt; proc print data = work.new2; run; data three; set new2; proc sort; by trt yr; proc transpose data = three out = four prefix = y ; id yr; var myield; by trt; proc print; run; */ data two; set one; proc sort; by yr trt; proc means noprint; by yr trt; var buac ndvi; output out = new mean = ybuac yndvi; data new1; set new; proc sort; by yr; proc transpose data = new1 out = three prefix = trt; by yr; id trt; var ybuac yndvi; proc print; run; /* POPULATION MEANS */ data three; set one;
Procedure for Determining Differences in Population
Means
proc ttest; data one; input ndvi buac gn ph sn sp; cards; 0.6205 34.42627 2.5107 6.39 0.10469 32.80725 proc corr; var ndvi buac gn ph sn sp; run; B. coefficient of determination (R2), correlation coefficient (R) data one; (use above) proc glm; model buac = ndvi; run; C. r versus R (simple regression versus multiple regression) data one; (use above) proc glm; model buac = ndvi ph sn; run; R2 (percent of the variability in y explained by x) D. GO To 502 Surface Response Model (zz_502_surface.sas ) "R " Applied Procedures proc sort; by ______; Proc Plot (proc plot; plot y * x = "*"); by _____ Proc Means (var statement) ; by ______ Proc corr (var statement); by ______ RCBD vs CRD Contrasts (orthogonal contrast coefficients) Contrasts for Unequal Treatment Spacing
Proc Mixed Example Using 502 Data (PPT file, WEB analysis of Proc Mixed)
TEST of Differences in Slope and Intercept Two
Independent Regressions
Added Class Program data one; data four; set one; proc sort; by year rep trt; data six; merge four five; by year rep trt; |