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ecology of phasmids - KLUEDO - Universität Kaiserslautern

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Adult female feeding preference & nymph performance 54<br />

attained in all cases. However, failure to meet the assumption <strong>of</strong> homogeneity <strong>of</strong> variances is not fatal to<br />

ANOVA. Analysis <strong>of</strong> Variance still remains robust, even when groups are <strong>of</strong> different sample sizes (Zar<br />

1999, p. 185 and references therein).<br />

Data on leaf toughness, specific leaf weight and total phenol content were log-transformed before<br />

statistical analysis. As water content and MAI were expressed on a relative scale data were arcsine<br />

transformed. Interspecific variation in leaf characters was then analyzed in ANOVA.<br />

4.3.1 Analysis <strong>of</strong> preference<br />

In relation to P. marginatum preference <strong>of</strong> M. diocles females for 12 Piper and two Philodendron<br />

species was tested. On the base <strong>of</strong> consumed leaf dry material I calculated a mean acceptability index<br />

(MAI) (Richardson & Whittaker 1982) from the ratios <strong>of</strong> consumed dry weight (dw) <strong>of</strong> test material to<br />

the total <strong>of</strong> consumed dry weight in each replicate:<br />

(Equation 4-1)<br />

[consumed dw] test<br />

MAI =<br />

[consumed dw] + [consumed dw]<br />

test<br />

reference<br />

The MAI allows to group plant species to their ranking as acceptable food source <strong>of</strong> a distinct phasmid<br />

species and ranges from cero to one. MAI-values below 0.5 and down to cero thereby indicate<br />

preference for P. marginatum whereas values above 0.5 represent preference towards the test plant<br />

species.<br />

Consumption ratios from feeding trials were not normally distributed. The distribution <strong>of</strong> MAI values<br />

was two-tailed as 0 and 1 ratios derived frequently resulting from females eating only one food source.<br />

Consequently differences in preference among food plant species were tested by nonparametric<br />

Kruskal-Wallis ANOVA. Preference is expressed as median MAI.<br />

The median <strong>of</strong> the MAI corresponded significantly with its mean (Product Moment Correlation r = 0.98,<br />

df = 12, P < 0.01) and median MAI values were normally distributed. Thus the relationships between<br />

each leaf trait and the established preference pattern were analyzed in parametric Product Moment<br />

Correlation Analysis.<br />

A test series <strong>of</strong> dual-choice feeding trials was conducted where nymphs were <strong>of</strong>fered leaf discs with<br />

artificially increased phenol and tannin contents. Resulting preferences, expressed as MAI, were<br />

compared in Mann-Whitney U-tests. The calculation <strong>of</strong> the MAI is described above.<br />

4.3.2 Analysis <strong>of</strong> performance<br />

Survival <strong>of</strong> nymphs was analyzed by the Kaplan-Meier estimate (also known as the product-limit<br />

estimate). The survival function gives the probability that an individual survives past a given time.<br />

Differences in survival times were analyzed by the Mantel-Cox log-rank test (Mantel 1966; Cox 1972).<br />

Under the assumption that deaths <strong>of</strong> nymphs were independent the Mantel-Cox test proved suitable for<br />

the dataset as it gives equal weight to all events.

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