Íslenskar landbúnaðarrannsóknir - 01.09.1976, Page 52

Íslenskar landbúnaðarrannsóknir - 01.09.1976, Page 52
50 ÍSLENZKAR LANDBÚNAÐARRANNSÓKNIR Table 2. Analysis of variance for autumn weight of lambs. Sexes combined Male lambs Female lambs Source of ----------—-------- ------------------------ ---------------------- variation DF MS DF MS DF MS Total............................ 13176 27,94 6398 29,94 6739 21,50 Ageoflamb............................... 1 21423,68“ 1 12466,88** 1 9190,76** Ageofdam ............................... 8 1978,26** 8 1212,78** 8 803,49** Typeofbirth............................. 5 24514,54** 5 14603,49** 5 10136,13** Sex .................................... 1 28398,18** Remainder........................ 13161 15,12 6384 17,09 6725 12,94 R2 0,46 0,43 0,40 ** Pg0,01 Vi = <xiijkI)! 3ijkl birth date of lamb of the 1 autumn weight, the k* sex, the type of birth and the i age group of dam X j = average age of lambs X^ = average of squared age of lambs X0 = average birth date o e..., = randorm term ykl The restrictions 2ai=2bj=2ck i j k = 0, were imposed. By leaving out regression of autumn weight of lamb on squared age of lamb, Model I was reduced tO' Model II and by further leaving out regression of autumn weight of lamb on birth date of lamb Model II was reduced to Model III. In addition of the above reductions, all the analyses were also done on a within sex basis so that the ck element of the model was eliminated. A total of 9 different ana- lyses were therefore carried out. Results and discussion. The effects of regression of autumn weight of lamb on squared age of lamb and of autumn weight of lamb on birth date of lamb were both found to be significant (P<0.05). The multiple correlation coeffi- cient, R2, on the other hand, was found to increase by only 0.005 by including these regressions in the model. They were therefore excluded in the final analysis. The analysis of variance which resulted from the use of Model III is shown in tablc 2. The table shows that a relatively large proportion of the total variation in autumn weight of lambs can be explained by the systematic environmental effects which are included in Model III. For the material as a whole, R2 is thus 0.46, which is higher than what has been found in comparable Nor-

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