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Data analyses - Only those species with a mean abundance of 3 or more per core<br />

were statistically analysed. The raw faunal data, together with the data from sediment<br />

analyses and redox measurements, were tested for normality using the Anderson-<br />

Darling test and for homogeneity of variance using the Bartlett test. Raw data, if<br />

necessary, were transformed using an appropriate transformation to achieve normality<br />

and homoscedasticity (Zar, 1984). A Two-sample t-test was then carried out on either<br />

the raw or transformed data to assess if there were any significant differences between<br />

the weed and the non-weed plots. A Mann-Whitney U test was carried out on any<br />

variable not satisfying the parametric assumptions even after transformation. To<br />

assess differences between the diversities of weed and non-weed plot communities, a<br />

Hutcheson's modified t-test for Shannon-Wiener diversity index values was used,<br />

following the recommendation of Zar (1984). The Hutcheson's modified t-test<br />

requires first calculating the Shannon-Wiener diversity index values of the<br />

communities by summing all replicates.<br />

Size-frequency distributions were compared between treatments using the Two-<br />

sample Kolmogorov-Smirnov (K-S) test and the x 2 goodness of fit test. Both tests<br />

were used since although the former is more appropriate for the data (Zar, 1984), the<br />

latter permits the identification of those sizes contributing most to any significant<br />

differences. Size classes were grouped so that no expected values were below 5 for<br />

the x2 test, as recommended by Elliot (1977).<br />

All statistical analyses were performed using Minitab version 10.0 except the<br />

Kolmogorov-Smirnov test which was carried out by hand using the formula for large<br />

sample sizes given by Smirnov (1948). The Hutcheson's modified t-test was<br />

performed by a program written by R. Ladle (pers. comm.).<br />

114

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