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2002-07-08_GENERAL DOCUMENTS - M2002004 (2)
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2002-07-08_GENERAL DOCUMENTS - M2002004 (2)
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DRMS Permit Index
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M2002004
IBM Index Class Name
GENERAL DOCUMENTS
Doc Date
7/8/2002
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ATTACHMENT, PART 1
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lit 1972. Whittaker thought the Shannon Index (H' ) was the best all-purpose expression of <br />"equitabiiity' in use. However, Chambers (1983) concluded that proportional - abundance indices (e.&, <br />Shannon- Weiner) were unsuited for revegetation comparisons in revegetation analysis. She lists five <br />troublesome properties of the Shannon Index, two of which bear repeating. First, the response curve <br />is not symmetrical (Peet 1974). Thus, a change at one end of the index is not necessarily <br />proportionate to the same amount of change at the other end, evhhich led Chambers to conclude that <br />Shannon values from different communities are not directly comparable. <br />Second, estimating the variance poses further statistical problems, and an estimate of the variance is of <br />course necessary to construct a confidence interval, calculate a t -rest, etc. The problem is nicely <br />explained by Lyons (1981) who proceeds to devise a formula to estimate the variance of the <br />exponential form of H. <br />Apparently despairing over these challenges, Chambers ( 1983) recommended that similarity indices be <br />used to compare diversity. They certainly facilitate comparisons, that being their derivation, but <br />reliance on similarity indices presupposes a goal of restoring the original plant community (species or <br />growth -form composition), which rarely occurs and seldom is desired. For example, restoring a <br />weedy plant community may be undesirable, and restoring a mature forest within a bond period is <br />impossible. Mining and reclamation destroy some plant habitats, and regulations limit diversity <br />strategies, making similarity an impossible goal. Further, there is a contradiction in comparing the <br />"diversity" of two communities without ever having measured it. Finally, a similarity indeoc seems best <br />suited to measuring beta diversity where composition keys to habitat factors. <br />We are not so pessimistic about the use of the Sheraton Index in reclamation. Magurran (1988) <br />handily cites equations to estimate the variance ell', which can be improved by jackdaiifing, and to <br />calculate "t" to test for the difference between. samples (see pp. 35, 42-43, 148 -149), An analysis of <br />variance is an expanded t-test, so the Shannon values of different communities can be compared <br />relative to habitat or treatment differences. If all else fails, technical standards can set the necessary <br />level for this parameter. <br />Pielou (1986) has come up with a method of directly comparing species diversity of two plant <br />communities (e.g., revegetated and reference area) based on similarities in species occurrence. Her <br />technique is predicated on the fact that within- commmnnity resemblances, measured using "matching <br />coefficients," are higher (more species in common = low diversity) in communities with few species <br />and low evenness. Based on their matching coefficients, samples are divided into two classes as <br />nearly equal as possible, which gives rise to a 2 X 2 table, at which point most ecologists would apply <br />a Chi - square test_ Pielru (147 7) c alls this "a slovenly approach" and provides an example of analysis <br />(1986) that is not terribly clear to the statistically challenged, but probably worth pursuuig. <br />Bete and Between - Habitat Diversity <br />For a transact along a coencline (community gradient), Whittaker (1972, 1975) suggested that this <br />could be measured as half - changes in similarity. MacArthur (1965) measured between- habitat <br />differences using differences (a distance formula) in composition and profile, a similar measurement <br />that underlies an allied concept_ Still following Whittaker ( 1972), "beta differentiation can be <br />expressed by the ratio of the total number of species represented in samples to the mean number per <br />sample." If we read this correctly, it is hard to see how the ratio of richness to species density is <br />anything but a measure of alpha diversity, it focuses on numbers of species, not differences in <br />composition. Even MacArthur (1965) found that actual distinctions between within- and between - <br />habitat diversity could be vague <br />143 <br />• . -c ?far <br />u t . v!j ceorlc 01: 09PM P4/11 <br />Whittaker ( 1972) defined beta diversity as the extent of differentiation of communities along habitat <br />gradients. Note that this concept hinges on plant species composition denoting habitat factors, which <br />has been an illuminating concept for ecologists as disparate as Whittaker (1956) and Daubeann ire <br />(1968). <br />
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