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<br />716 <br /> <br />A. JOHN GATZ. JR. <br /> <br />Ecology. Vol. 60, No.4 <br /> <br />centage overlap of r.oexisting species varies within <br />limits (39-86%) only~bout half as great as those pos- <br />sible (O-lOV%) and averages nearly the same (64-66%) <br />in all three streams. Distances between niches in nine- <br />dimensional space show a consistent pattern (Fig. I) <br />which is distinguishable from a comparable random <br />pattern (Fig. 2). <br />One possible explanation for the patterns observed <br />is that these fish communities were structured by com- <br />petition. Competition theory suggests that species too <br />similar to coexist should either diverge over evolu- <br />tionary time, or one should be lost from the system. <br />Similarly, species quite dissimilar might either con- <br />verge. or the community might be invaded by an in- <br />termediate form. The net result of these processes <br />should be a regular spacing of species along those re- <br />source axes in which competition has been important. <br />As Schoener (1974) has summarized, complementarity <br />in separation along axes of several dimensions has <br />often been found. Such complementarity could be pro- <br />duced by competition exerting an influence along some <br />axes but not others. In such a case, we might expect <br />the overall distribution pattern of distances between <br />niches observed in nature to be similar to a hypothet- <br />ical one produced by placing species at regular inter- <br />vals along some resource axes and at random positions <br />along others. I modeled such communities and the re- <br />sulting distributions of distances in N-dimensional <br />space were similar to those that I actually observed in <br />nature. That is, larger and smaller distances between <br />niches were more abundant in model communities and <br />in nature than in the randomly assembled communi- <br />ties. Competition along some. but not all, niche di- <br />mensions over evolutionary time can thus be offered <br />as a possibk explanation for this pattern. However, <br />the fact that my data agree with the predictions of <br />competition theory is no proof that the observed pat- <br />terns were produced by competition. Alternative hy- <br />potheses. to be proved or disproved. must be consid- <br />ered wherever possiblt:. <br />One instance in which a testable alternative hypoth- <br />esis can be considered pertains to the pattern seen in <br />Fig. I. Perhaps the principal characteristic of the ob- <br />served niche-spacing pattern is that there exists an <br />excess of small distances relative to the random pat- <br />tern. That is, clusters of species exist. An obvious <br />possible explanation would be one relating to phylog- <br />eny: species closely related to each other might be <br />expected to cluster with one another and to be distant <br />from less closely related species. This possibility is <br />especially worthy of consideration in that the niches <br />were defined morphologically in the first place. Mor- <br />phologically similar species are likely also to be close <br />both phylogenetically and taxonomically. I initially <br />examined this possible explanation of the pattern by <br />scanning the matrices of Euclidean distances. Many <br />of the very small distances are. in fact. between two <br />species within a single family. However, this is by no <br /> <br />means always the case. For example, in Maho Creek <br />Phoxinus oreas, the mountain red belly dace. is closer <br />to Erimyzon oblongus, the creek chubsucker, than to <br />any of the other eight members of its own family; Per- <br />ea fiaveseens, the yellow perch, is more similar to <br />several sunfishes (Lepomis (Iud/us, L. eyanellus, L. <br />gibbosus. and L. gUlOSllS) than it is to its two fellow <br />Percidae. <br />In order to consider this same question in a more <br />objective manner, I tested some additional hypothe- <br />ses. I compared the distribution of distances between <br />sympatrically occurring members of a single family or <br />genus with the distance distribution which was ob- <br />tained using the same number of random niches. Spe- <br />cifically, I used: (I) all species of cyprinids (minnows) <br />sympatric in Maho Creek: (2) all species of centrar- <br />chids (sunfishes and basses) sympatric in Mud Creek; <br />(3) all species of No/ropis (shiners) sympatric in Maho <br />Creek; and (4) all species of Lepomis (sunfishes) sym- <br />patric in both Mud and Maho Creek. In all four of <br />these cases, the results were similar to those for the <br />entire ichthyofaunal assemblages. The distances be- <br />tween the morphologically defined niches of species <br />at any given level of ta,'<.onomic relatedness showed <br />more small values and more large values than would <br />be expected given a random position on each niche <br />axis. Thus deviation from randomness does not seem <br />to be a taxonomic artifact. The evolution of niche <br />spacing of these coexisting fish species seems to be <br />nonrandom no matter what level of taxon is used. <br />A structure similar to that observed here would not <br />be produced by other phenomena (e.g., predation, <br />symbiosis or physical factors) which have been sU'g- <br />gested as possible bases for community organization: <br />hence no particular hypotheses have been tested. [ <br />tentatively conclude. therefore, that competition was <br />the most likely agent whereby evolution has produced <br />the patterns identified above. By examining the pat- <br />tern of spacing between each pair of niche centers I <br />am assuming that diffuse competition exists, i.e., each <br />species has competitive interactions with every other <br />species. While previous field studies on communities <br />of fishes have shown high degrees of interaction <br />among large numbers of species (Hartley 1948, Star- <br />rett 1950, Keast 1965. /966, Keast and Webb 1966). <br />none of these investigators nor I intend to suggest that <br />every possible interaction is of equal competitive im- <br />portanc(. However, my assumption of diffuse com- <br />petition seems more realistic than the primary alter- <br />native: considering spacing only between those pairs <br />of species which are most similar to each other. <br />Other workers have previously reported on the re- <br />lationship between total niche space and number of <br />species, and their results vary considerably. Schoener <br />(1974) suggested that the total amount of niche space <br />occupied should increase as a function of the number <br />of species present. Brown (1975) reported that niche <br />overlap increased to a maximum as number of species <br /> <br />!1.: <br />t <br />:1- <br />~ <br />$ <br />j <br /> <br /> <br />August 1979 <br /> <br />COMMUNITY ORGANIZATION IN FISHES <br /> <br />717 <br /> <br />of sympatric desert rodents went from two to five or six. <br />But Brown (1975) also noted that these results were <br />based on only two aspects of the niche, seed size and for- <br />aging site. and hence may differ if more factors were <br />considered. Pianka (1975) reported the opposite result <br />for his desert lizards. Using measures of niche breadth <br />in food, habitat, and time dimensions, he found that <br />species packing actually decreased as number of <br />species increased. As Pianka (1975) suggests. this re- <br />sult would be expected if niche overlap were a func- <br />tion of the amount of diffuse competition. This same <br />tendency toward looser packing in the tropics than in <br />temperate regions was also found by Findley (1976) in <br />his study on the eco-morphology of 220 bat species. <br />This conclusion contrasts with his earlier result using <br />a different set of bat species (Findley 1973) in which <br />he found that increased species numbers sometimes <br />were and sometimes were not accompanied by in- <br />creased species packing. Karr and James (1975) re- <br />ported different results depending on what sets of mor- <br />phological indices they used. On the one hand, they <br />found that morphological space with regard to wing <br />and tarsal measurements was larger in the species-rich <br />tropics compared to the data obtained from a temper- <br />ate site, but species packing remained constant. Con- <br />versely, they found that species packing increased in <br />the tropics when only bill dimensions were consid- <br />ered. Ricklefs and O'Rourke (1975) reported that <br />species packing did not change as number of moth <br />species increased. <br />Certainly it is possible that different faunas could <br />show different relationships between species packing <br />and number as the results cited above imply. But at <br />the same time, the great variety of methods used in <br />these studies might themselves be expected to produce <br />many differences in results. In particular. not aU in- <br />vestigations actually dealt with complete deSCriptions <br />of the niche. Brown (1975) did not. and Karr and <br />James (1975) fragmented even the amount of morpho- <br />logical space they were studying. Although Findley's <br />(1973) results suggest that characteristics of faunal <br />packing may vary even within a taxon, they are based <br />on questionable measures of packing and phenetic di- <br />versity (see Gatz, in press). A critical assessment of <br />technique is definitely in order before the results of <br />any of the studies cited, or the present one, are ac- <br />cepted or generalized. <br /> <br />ACKNOWLEDGMENTS <br /> <br />I thank especially J. G. Lundberg. D. A. LivingslOne. and <br />S. A. Wainwright for advice during the course of this re- <br />search and J. B. Leverenz. T. C. Cowles. and J. G. Lundberg <br />for assistance in the collection of fishes. I thank John G. <br />Lundberg. Wendell K. Patton. Eric P. Pianka. Dennis C. <br />Radabaugh. Daniell. Rubenstein, and Henry M. Wilbur for <br />critical commentary on the ideas and work presented. <br />The research was partially supported by a Cocos Foun- <br />dation Training Grant in Morphology to the author and was <br />conducted in partial fulfillment of the requirements for the <br />Ph.D. at Duke University. <br /> <br />LiTERATURE CITEO <br /> <br />Aleev. Yu. G. 1969. 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