ASReml 4.1 [28 Dec 2014] Triticale analysis Build mj [21 Jul 2016] 64 bit Windows x64 16 Jan 2017 14:49:55.700 32 Mbyte Triticale_FR Licensed to: Wageningen University and Research 30-apr-2017 ***************************************************************** * Contact support@asreml.co.uk for licensing and support * *********************************************************** ARG * Folder: M:\WRK\congr_cursus\GxE cursus Julius van der Werf Armidale jan 2017\practicals Piter\Assignment Triticale\Files Question 3 - factorial regression\Asreml analysis genotype !A type !A environment !A QUALIFIERS: !MAXITER=30 !SKIP 1 !CSV Reading Triticale_data.csv FREE FORMAT skipping 1 lines Univariate analysis of yield Summary of 160 records retained of 160 read Warning: 160 of 160 records had insufficient fields. Missing fields were treated as Missing values. Check the list of variables: it seems too many were declared. Model term Size #miss #zero MinNon0 Mean MaxNon0 StndDevn 1 genotype 16 0 0 1 8.5000 16 2 type 2 0 0 1 1.6250 2 3 environment 10 0 0 1 5.5000 10 4 yield Variate 0 0 0.6200 4.082 9.338 1.883 5 pH 0 0 5.200 7.250 8.000 0.9031 6 altitude 0 0 26.00 323.8 800.0 237.3 7 rainfall 0 0 397.0 568.7 971.0 203.0 8 rainfall2 0 0 0.1576E+06 0.3644E+06 0.9428E+06 0.2717E+06 9 E_value 160 0 0.000 0.000 0.000 0.000 10 E_centred 160 0 0.000 0.000 0.000 0.000 11 genotype.rainfall 16 1 genotype : 16 7 rainfall : 1 Forming 42 equations: 42 dense. Initial updates will be shrunk by factor 0.316 Notice: 2 singularities detected in design matrix. 1 LogL=-132.241 S2= 0.41311 120 df 2 LogL=-132.241 S2= 0.41311 120 df - - - Results from analysis of yield - - - Akaike Information Criterion 266.48 (assuming 1 parameters). Bayesian Information Criterion 269.27 Model_Term Gamma Sigma Sigma/SE % C Residual SCA_V 160 1.00000 0.413114 7.75 0 P Wald F statistics Source of Variation NumDF DenDF F-inc P-inc 1 genotype 16 120.0 406.58 <.001 3 environment 9 120.0 129.32 <.001 11 genotype.rainfall 15 120.0 1.87 0.033 Notice: The DenDF values are calculated ignoring fixed/boundary/singular variance parameters using algebraic derivatives. SLOPES FOR LOG(ABS(RES)) on LOG(PV) for Section 1 0.70 1 possible outliers: see .res file Finished: 16 Jan 2017 14:49:59.350 LogL Converged