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fruits per entry per replication were measured by digital Vernier Calliper and fruit<br />

shape index was calculated as an average of the ratio (P/E) of five fruits per entry<br />

per replication.<br />

2.7 Statistical analysis<br />

2.7.1 Analysis of variance<br />

Randomized block design experiment was analyzed by standard analyses of<br />

variance and tests of significance at P< 0.05 for each trait.<br />

Table 3. The scheme of analysis of variance of a randomized complete block design<br />

with within-plot individuals information.<br />

S.V. DF M.S. E(M.S.)<br />

Blocks b-1 M.S B<br />

Genotypes g-1 M.S. T<br />

Residual (b-1)(g-1) M.S. E<br />

Within plots (n-1)bg M.S. W<br />

σ + nσ + ngσ<br />

2<br />

p<br />

2<br />

σ<br />

p<br />

+ nσ 2 e<br />

+ nbφ<br />

g<br />

σ + nσ<br />

2<br />

p<br />

2<br />

σ<br />

p<br />

2 e<br />

2 e<br />

2 b<br />

The statistical model:<br />

Y<br />

ijk = The observe obtained from the k individual of i genotype evaluated in j block ;<br />

µ= General mean;<br />

Y<br />

ijk<br />

= µ +<br />

G i = Effect of i genotype considered fixed;<br />

Bj= Effect of j block considered random;<br />

G + B + ε ij + δ ijk<br />

ε ij = Random effect of the variance among plots;<br />

δ ijk = Random effect of variance within the plants among the plots.<br />

In this model, the following components of variance can be obtained:<br />

2<br />

σ<br />

p : Phenotypic variance among plants within the families;<br />

i<br />

j<br />

27

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