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Last modified
7/14/2009 5:02:37 PM
Creation date
5/17/2009 11:21:04 PM
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UCREFRP
UCREFRP Catalog Number
9666
Author
VanHaverbeke, D. R. and Robert L. Simmonds Jr.
Title
Final Report - The Feasibility of Developing a Program To Augment the Population of Humpback Chub (Gila cypha) In Grand Canyon.
USFW Year
2004.
USFW - Doc Type
Flagstaff, AZ.
Copyright Material
NO
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<br />coefficient. An inbreeding coefficient ranges from 0 to 1, with zero being the base level <br />(Kincaid 1983). Assuming that the base level inbreeding coefficient for the main <br />population is zero (as there are no historical data to measure against), it is possible to <br />determine increases in the inbreeding coefficient that could occur above Chute Falls <br />(because of a small founder size) or below Chute Falls (because of movement of <br />offspring from above the falls and subsequent interbreeding with the main population). <br />The question of concern now becomes whether or not inbreeding is likely to become a <br />problem. <br /> <br />There should be recognition of the power of selection to eliminate detrimental variation <br />(P. Hedrick, ASU, and Dr. C. Walters, UBC, pers. com.). If inbreeding due to finite <br />effective population size occurs, and the population size is in the hundreds, the negative <br />effect of fitness would probably be small for generations, and this detrimental effect may <br />be eliminated by selection (P. Hedrick, ASU, pers. com.). For example, even if only 50 <br />males and 50 females survived to reproduce, this would theoretically result in a rate of <br />inbreeding increase per generation of 0.005 (Kincaid 1983). For wild stocks, Soule <br />(1980) states that the maximum inbreeding rate should probably not exceed 0.01. <br />Unless the translocated population fell to < 25 pairs, this number (0.01) should not <br />theoretically be exceeded (Kincaid 1983). This does appear to assure an appropriate <br />level, provided that the number of breeders in the translocated population remains <br />sufficiently large from year to year (i.e., > 25 pairs, or Ne > 50). Nevertheless, a <br />population held in check at Ne = 50 for 20 to 30 generations will lose about 25% of its <br />genetic variation (Soule 1980). What the preceding discussion means is that severe <br />effects of inbreeding (loss of heterozygosity) should probably not be a concern for many <br />generations. Since humpback chub have a generation time of 8 years (USFWS 2002a), <br />this translates into decades. However, traits such as behavior, morphology, <br />reproductive capacity, and physiological efficiency are likely to involve quantitative <br />genetics (Kincaid 1983). From this respect, maintaining a translocated population at <br />250 pairs (Ne = 500), or higher, would be desirable (Franklin 1980, Lande 1995, Lynch <br />et al. 1995). Another factor that may negate these concerns is that the LCR is highly <br />stochastic in nature. A small group of founders subject to high environmental <br />stochasticity might not be expected to persist (Leigh 1981). From this perspective, the <br />genetic concerns about inbreeding may be minimal (i.e., the founding population may <br />have a high probability of going extinct before genetic problems have time to develop). <br /> <br />In addition, the above risks should be tempered with the realization that overall rapid <br />decline in the humpback chub population could potentially have significant genetic <br />impacts and that action to slow this is important (P. Hedrick, ASU, pers. com.). A <br />reduction in fitness because of contemporary population decline appears to be a <br />particular problem in species with large ancestral populations (as the humpback chub), <br />and consequent high historical variation in fitness (P. Hedrick, ASU, pers. com.). <br /> <br />39 <br />
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