R( 1) | ||
R( A | 1) | = R( 1,A)
- R( 1) | |
R( B | 1,A) | = R( 1,A,B) - R( 1,A) |
Term | Sums of Squares | Mcode | |
1 | R( 1) | . | |
A | R( A | 1,B,C,B.C) | = R( 1,A,B,C,B.C) - R( 1,B,C,B.C) | A |
B | R( B | 1,A,C,A.C) | = R( 1,A,B,C,A.C) - R( 1,A,C,A.C) | A |
C | R( C | 1,A,B,A.B) | = R( 1,A,B,C,A.B) - R( 1,A,B,A.B) | A |
A.B | R( A.B | 1,A,B,C,A.C,B.C) | = R( 1,A,B,C,A.B,A.C,B.C) - R( 1,A,B,C,A.C,B.C) | B |
A.C | R( A.C | 1,A,B,C,A.B,B.C) | = R( 1,A,B,C,A.B,A.C,B.C)- R( 1,A,B,C,A.B,B.C) | B |
B.C | R( B.C | 1,A,B,C,A.B,A.C) | = R( 1,A,B,C,A.B,A.C,B.C)- R( 1,A,B,C,A.B,A.C) | B |
A.B.C | R( A.B.C | 1,A,B,C,A.B,A.C,B.C) | = R( 1,A,B,C,A.B,A.C,B.C,A.B.C) - R( 1,A,B,C,A.B,A.C,B.C) | C |
Approximate stratum variance decomposition Stratum Degrees-Freedom Variance Component Coefficients blocks 5.00 3175.06 12.0 4.0 1.0 blocks.wplots 10.00 601.331 0.0 4.0 1.0 Residual Variance 45.00 177.083 0.0 0.0 1.0 Source Model terms Gamma Component Comp/SE % C blocks 6 6 1.21116 214.477 1.27 0 P blocks.wplots 18 18 0.598937 106.062 1.56 0 P Variance 72 60 1.00000 177.083 4.74 0 P Wald F statistics Source of Variation NumDF DenDF F-inc Prob 7 mu 1 5.0 245.14 <.001 4 variety 2 10.0 1.49 0.272 2 nitrogen 3 45.0 37.69 <.001 8 variety.nitrogen 6 45.0 0.30 0.932 Notice: The DenDF values are calculated ignoring fixed/boundary/singular variance parameters using algebraic derivatives.