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Population Biology |
2Department of Biology, Gyeongsang National University, Jinju 660-701, Republic of Korea; 3Department of Botany, 353 Bessey Hall, Iowa State University, Ames, Iowa 50011 USA; 4Graduate School of Biotechnology, Korea University, Seoul 136-701, Republic of Korea; 5School of Biological Sciences, Seoul National University, Seoul 151-742, Republic of Korea; 6Faculty of Biological Sciences, Chonbuk National University, Chonju 561-756, Republic of Korea; 7Department of Biology, Kyungpook National University, Daegu 702-701, Republic of Korea
Received for publication August 28, 2001. Accepted for publication March 28, 2002.
| ABSTRACT |
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Key Words: allozymes coancestry Fagaceae landscape scale Quercus acutissima seed dispersal spatial genetic structure
| INTRODUCTION |
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Studies of fine-scale spatial genetic structure have been constrained mostly to a single population and yet often are interpreted as characterizing pattern and process indicative of the species. Implicit in this interpretation is the hypothesis that the spatial scale and magnitude of internal genetic structure is homogeneous across populations. Nevertheless, the extent to which populations differ in internal genetic structure is poorly understood, even for patches in the same landscape. Although the proximity of such patches may lessen the opportunity for differentiation, various processes may operate at the landscape level to promote the spatial and temporal development of different internal genetic structures. For example, local variation in the type and abundance of seed dispersers can affect dispersal distances and thus the probability of establishment and spatial distribution of maternal families within a population (Aldrich et al., 1998
; Schnabel, Nason, and Hamrick, 1998
). The extent to which seed shadows overlap also influences genetic structure and will be strongly influenced by the local density of reproducing adults (Hamrick, Murawski, and Nason, 1993
; Parker et al., 2001
). For light-demanding species, variation across the landscape in the frequency and size of canopy gaps is a further source of variation in maternal reproductive success and the clustering of siblings. Some studies have found within-population genetic structure that is weaker in adults than juveniles, suggesting random mortality and the erosion of structure during stand thinning (Hamrick, Murawski, and Nason, 1993
). Alternatively, biotic (e.g., pathogens: Parker, 1985
; hervibory: Sork, Stowe, and Hochwender, 1993
; density: Gram and Sork, 1999
) and abiotic (e.g., recruitment microsites: Stanton, Galen, and Shore, 1997
) environments may vary within a landscape, generating spatial variation in selection differentially affecting the survival of sibling groups. In light of these observations, the standard null hypothesis that internal genetic structure is homogeneous across populations seems perhaps naive, and the comparison of parameters of intrapopulation structure across multiple populations is warranted.
In oaks, geographic studies of population genetic structure (Schnabel and Hamrick, 1990b
; Berg and Hamrick, 1993
; Koop, 1996
, cited in Smouse et al., 2001
) and paternity analysis of mating patterns within populations (Dow and Ashley, 1996
, 1998
; Streiff et al., 1999
; but see Smouse et al., 2001
) indicate substantial pollen gene flow. Although such gene flow is expected to homogenize allele frequency variation among neighboring populations, it does not preclude the development of within-population genetic structure. Indeed, localized seed dispersal can generate substantial fine-scale genetic structuring within populations even in the face of panmictic pollen flow (Kalisz et al., 2001)
. The extent to which individual species develop within-population genetic structure largely depends on the mechanism of seed dispersal. In a stand of 11 Quercus palustris trees, for example, foraging blue jays (Cyanocitta cristata) were observed to transport and cache 54% of the acorn mast, moving seeds over distances of 0.11.9 km (mean 1.1 km; Darley-Hill and Johnson, 1981
). Dispersion of this form is not expected to promote the development of significant fine-scale within-population genetic structure. In other species, however, less vagile dispersers (e.g., rodents), low adult densities, or recruitment of nondispersed seeds beneath maternal trees are factors likely to generate detectable genetic structuring within oak populations. Variation in these and other factors across natural landscapes will determine the extent to which neighboring populations differ in their internal genetic structure.
Although conducted to examine different population genetic processes and parameters, most studies for forest tree species have been restricted to spatial scales of <6 ha (250 x 250 m). As a result, little is known about the spatial genetic structure of forest tree species at larger landscape-level spatial scales. A larger scale approach may be important for inferring the extent of gene flow between local populations and the extent to which the magnitude and spatial dimension of fine-scale spatial genetic structuring varies among neighboring populations. In this study, multilocus allozyme genotypes were sampled and mapped from three local populations of the oak Quercus acutissima Carruth. (Fagaceae) occurring in an undisturbed forest landscape on Oenaro Island in southern Korea. Wright's F statistics and multilocus spatial autocorrelation statistics were calculated and analyzed to test the homogeneity of spatial genetic structure within and among local populations at a landscape level scale (15 ha, 250 x 600 m).
| MATERIALS AND METHODS |
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The study site was at Oenaro Island, which is located on the southern Korea coast. The island is part of Dadohasang National Park and has been well preserved with no apparent human interference for centuries at the site. In March 2000, 468 individuals of all visually identified larger than 15 cm diameter at breast height (dbh) were collected and mapped and leaf samples were collected within three local populations: the first stand (LPA, a 120 x 150 m area, altitude 295320 m above sea level [asl], N = 283, density [d] = 157.2 trees [>15cm dbh] per ha) is a dry habitat on northeast-facing hillsides; the second stand (LPB, a 150 x 150 m area, altitude 260275 m asl, N = 85, d = 37.7 trees/ha) is a wet habitat on southeast-facing slopes; and the third (LPC, a 150 x 120 m area, altitude 170195 m asl, N = 100, d = 55.6 trees/ha) is a dry habitat on northeast-facing hillsides (Fig. 1). In LPA and LPC, Q. acutissima is the dominant species under which seedlings and juveniles of several broad-leaved evergreen trees grow, whereas several mature deciduous and evergreen trees, including a low density of Pinus thunbergii, coexist in LPB. Seedlings and juveniles of Q. acutissima were extremely rare in the study sites. The study sites have no recorded history of fire disturbance, and there is no evidence of trees having been planted. As few adults occurring between the local study populations (<20 individuals) were scattered, these were not included in this study. Two young leaves per individual were shipped to the laboratory of M. G. Chung and stored at 4°C until protein extraction.
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Data analysis
A locus was considered polymorphic if the frequency of the most common allele did not exceed 0.96. Genetic diversity parameters were estimated using the program POPGENE (Yeh, Yang, and Boyle, 1999
): percentage polymorphic loci (%P); mean number of alleles per locus (A); observed heterozygosity (Ho); and Nei's unbiased gene diversity (He).
Observed heterozygosity was compared to Hardy-Weinberg (H-W) expected values per individual locus and population using Wright's (1922)
fixation indices (F). Statistical significance of these values was determined based on 2700 randomizations of alleles among individuals within local populations. A Bonferroni adjustment was used to achieve an experiment-wide Type I error (
) of 0.05 for tests of loci and populations (Rice, 1989
). Wright's (1965)
F statistics (FIS, FIT, and FST) were calculated using Weir and Cockerham's (1984)
multilocus estimators (f, F, and
, respectively) to measure deviations from H-W equilibrium at each polymorphic locus. These fixation indices measure levels of inbreeding within individuals in local populations (FIS), inbreeding due to each local population subdivision (FST, an indicator of the degree of differentiation among local populations), and overall levels of inbreeding (FIT). The significance of individual locus FIS, FST, and FIT estimates was based on 1000 permutations of alleles among individuals within samples, genotypes among samples, and alleles among samples, respectively. Means and standard errors over loci were obtained by jackknifing over polymorphic loci. Bootstrap confidence intervals (95% CI) were constructed around jackknifed means of the F statistics; observed mean F statistics were considered significant when confidence intervals did not overlap zero. These calculations were made using the program FSTAT (version 2.9.1 by Goudet, 2000
; see Goudet, 1995
).
The continuous spatial distributions of allozyme polymorphisms within local populations were analyzed using spatial autocorrelation methods employing the coancestry coefficient, fij, as an estimator of the correlation in frequencies of alleles at each locus for each pair of individuals i and j (Cockerham, 1969
). This measure has been used previously (e.g., Loiselle et al., 1995
; Peakall and Beattie, 1996
; Foster and Sork, 1997
; Burke et al., 2000
; Kalisz et al., 2001
; Parker et al., 2001
), and as a multilocus method it provides a more powerful test for the presence of fine-scale genetic structure than single-allele, single-locus methods (Heywood, 1991
; Smouse and Peakall, 1999
; Kalisz et al., 2001
).
To obtain a multiallelic-multilocus measure of spatial genetic structure per a given distance, fij was estimated between all pairs of individuals within each local populations and the total sample (N = 468) following the methods of Loiselle et al. (1995)
and Kalisz et al. (2001)
. Mean values of fij were obtained for distance intervals (lags) of 5 and 10 m by averaging over all pairs of individuals located within that interval. The results were combined over loci by weighting each locus by its polymorphic index [
pi (1 pi)]. When fij = 0, there is no significant correlation among individuals at the spatial scale of interest; when fij > 0, individuals in a given distance class are more closely related than expected by chance; and when fij < 0, individuals within a given distance class are less related than expected by chance. Assessment of statistical significance for each fij estimate per given distance was conducted by the randomization procedures described in Kalisz et al. (2001)
. All calculations and simulations were performed using a program developed by J. Nason.
Finally, to test whether the slope (ß) of a correlogram is statistically significant, fij estimates were permuted with respect to distance (999 times) using the program Permute! (version 3.4 alpha; Casgrain, 2001
) to construct the distribution of the slope under the null hypothesis ß = 0. When testing for negative spatial autocorrelation (one-tailed test), we reject the null hypothesis if there are fewer than 50 random values at least as large as the actual observed ß value.
| RESULTS |
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= 0.0029). However, significant positive values at Pgd-1, Idh, and Skdh-2 were detected in LPA by chi-square tests unadjusted for multiple tests (Li and Horvitz, 1953
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Spatial genetic structure
Relative to 99% confidence limits, autocorrelation analyses showed that mean coancestry values calculated for shorter distance intervals were not significantly different from zero within local populations or when the populations were taken as a whole (total samples), while significant values were detected in the total samples at distances of 80 and 200 m (Fig. 2). At the 95% level, in contrast, a significant but weak positive value (fij = 0.03) at 30 m was found in LPC, while significant but weak negative coancestry values were observed in three local populations at longer distance classes: 70 m in LPA; 100200 m in LPB; and 90 and 110 m in LPC. The overall slope of the correlogram was not significantly negative in analyses of the LPA or LPB populations conducted at 5-m intervals. The LPC population and total sample, in contrast, did show a significant negative relationship for this interval (LPC: ß = 0.683, P = 0.001, R2 = 0.467; total samples: ß = 0.223, P = 0.007, R2 = 0.050). Similar results were obtained at the local and total sample levels for a lag of 10 m (data not shown). The significant negative slope in correlogram observed in LPC was in agreement with the results for the individual distance classes.
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| DISCUSSION |
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Most studies of genetic differentiation have been conducted across geographical regions on the scale of tens of kilometers between populations. Berg and Hamrick (1993)
conducted allozyme study in 11 populations of Q. laevis in the southeastern United States and found low genetic diversity among populations (mean Nei's [1973
, 1977
] GST = 0.032). They interpreted the interpopulation homogeneity as a relic of a previously more continuous distribution of longleaf pine-turkey oak forest in the region, as well as high rates of past gene flow by long-distance pollen flow coupled with bird-dispersal of acorns. Using Wright's (1965)
F statistics, Koop (1996)
conducted an allozyme study among 36 adult subpopulations within a region 20 km in diameter in the Missouri Ozarks and found no evidence of genetic structure (FST = 0.00) among subpopulations (but see results based on multivariate analysis; Gram and Sork, 2001
). Our results also revealed low differentiation among three local populations of Q. acutissima on Oenaro Island (mean FST = 0.01). Such limited differentiation is likely to be attributable to long-distance pollen movement by wind, which should enhance homogeneity of allele frequencies between adjacent local oak populations (Dow and Ashley, 1996
, 1998
; Streiff et al., 1999
). In addition, given little fine-scale genetic structure, seed dispersal may also contribute to the homogenization of genetic variation across study populations (see discussion below).
Spatial genetic structure
Darley-Hill and Johnson (1981)
found that blue jays (Cyanocitta cristata) transported and cached 54% of the acorn mast from a stand of 11 trees of Q. palustris in Virginia. The jays carried 15 acorns per foraging trip and moved them over distances of 0.11.9 km (mean 1.1 km). If typical of oaks, then seed dispersal is likely to be an effective means of gene flow in addition to wind-borne pollen dispersal. Indeed, if dispersal rates and distances were similar, dispersal of acorns would contribute twice as much to gene flow as pollen because the diploid acorn carries twice the genetic component (Hamrick and Nason, 1996
). When insects are scarce in late summer and winter, large birds are known to eat fruit of broad-leaved evergreen trees in southern Korea, including Oenaro Island (Chung et al., 2000
). However, there is no direct evidence for acorn dispersal by birds in Q. acutissima.
Like other temperate nut-bearing trees, it is likely that Q. acutissima relies at least in part on seed predators for secondary seed dispersal. In the mid-western United States, these dispersal agents are primarily birds and rodents (e.g., grey squirrel Sciurus: Thompson and Thompson, 1980
; Fox, 1982
). In Japan, Miyaki and Kikuzawa (1988)
found that most acorns of Q. mongolica were disseminated by mice (Apodemus specious and A. argenteus) up to distances of 3040 m from their mother tree. Direct, observational information on seed dispersal mechanisms in Q. acutissima is not available; however, as acorn size and shape in Q. acutissima are similar to that of Q. mongolica, it is inferred that acorns are primarily transported by rodents (e.g., squirrels and mice) in our study population. If most acorns of Q. acutissima are dispersed by rodents, one might expect the development of strong spatial genetic structure within local populations, a pattern not observed in this study despite local differences in habitats and adult density.
Another hypothesis for the minimal intrapopulation genetic structure observed in Q. acutissima populations is a "thinning effect" during recruitment (Hamrick, Murawski, and Nason, 1993
; Epperson and Alvarez-Buylla, 1997
; Parker et al., 2001
). If seed dispersal is highly localized, then forest gaps favorable for seedling establishment may be colonized primarily by the offspring of one or a few surrounding maternal trees. As clusters of saplings grow within gaps, competition and mortality among them will increase, resulting in extensive thinning in groups of half-sibs. Ultimately, for a population at carrying capacity, only one such offspring, on average, will survive per maternal family. Further, saplings growing from seeds dispersed away from the maternal tree by animals may have more opportunities to survive to adult stage (Howe, 1986
). To determine whether this form of thinning occurred during recruitment in the study populations of Q. acutissima, further study on genetic structure in terms of demography is needed. This study is now in progress.
At the scale of an undisturbed natural landscape (15 ha), local populations of Q. acutissima exhibit little variation in their internal genetic structures. This suggests that the causal mechanisms generating genetic structure (e.g., seed dispersal, recruitment processes, etc.) are relatively homogeneous at this scale. Further insight into these processes may be gained by comparison to populations occurring in more disturbed settings. Although not formally examined as part of the present study, genetic structure data is available for a disturbed, isolated population of Q. acutissima located on the mainland approximately 150 km from Oenaro Island (M. Y. Chung and M. G. Chung, unpublished data). A preliminary spatial autocorrelation analysis of 413 individuals (dbh > 15 cm) at this site (LPD, a 200 x 300 m area, altitude 110120 m asl, d = 68.8 trees/ha) revealed significant, positive fine-scale genetic structure extending from 10 m to almost 50 m (Fig. 3) as well as a significant decrease in coancestry estimates with increasing distance (ß = 0.918, P = 0.01, R2 = 0.842). The greater internal genetic structure observed in the LPD relative to Oenaro Island populations may be due to several factors, including the effects of habitat disturbance on seed dispersal and recruitment. The LPD stand is located near Gyeongsang National University, South Korea, and is isolated about 5002000 m from hillsides on which other Q. acutissima are scattered. Traditional Korean villages, roads, and paddy fields were created at least several hundred years ago between LPD and surrounding hillsides, suggesting that rodents are unlikely to move acorns into and out of surrounding Q. acutissima stands (Johnson and Adkisson, 1985
). Seedlings and various-aged juveniles of the species are common within LPD, in contrast to Oenaro Island, indicating that regeneration may be enhanced by higher light levels resulting from local disturbance. In general, other studies have found within-population genetic structure to be greater in juveniles than adult trees. However, if favorable recruitment conditions translate into an increase in adult density, then the significant spatial genetic correlations in the LPD population may be the result of fine-scale genetic structure within maternal seed shadows persisting into the adult generation. This disturbance-based hypothesis has previously been proposed to explain the persistence of significant internal genetic structure in a population of the Neotropical tree Swartzia simplex var. ochnacea (Hamrick, Murawski, and Nason, 1993
). Although significant, our estimate of near-distance fij in LPD (0.028) is still considerably lower than that expected for half-sibs (0.125) under random mating, suggesting secondary seed dispersal and substantial overlap of seed shadows. The comparison of LDP and Oenaro Island populations suggests that local variation in regeneration environments may underlie the development of different internal genetic structures, heterogeneity that is likely to be maximized in habitat mosaics (e.g., fragmented landscapes). These conclusions could be tested directly by future studies comparing the genetic structures of successive life stages in disturbed and undisturbed, natural habitats.
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| FOOTNOTES |
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8 Author for correspondence (mgchung{at}nongae.gsnu.ac.kr
) ![]()
| LITERATURE CITED |
|---|
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|
|---|
Berg E. E. J. L. Hamrick 1993 Regional genetic variation in turkey oak, Quercus laevis. Canadian Journal of Forest Research 23: 1270-1274[CrossRef]
Berg E. E. J. L. Hamrick 1994 Spatial and genetic structure of two sandhills oaks: Quercus laevis and Quercua margaretta (Fagaceae). American Journal of Botany 81: 7-14
Berg E. E. J. L. Hamrick 1995 Fine-scale genetic structure of a turkey oak forest. Evolution 49: 110-120[CrossRef][ISI]
Burke J. M. M. R. Bulger R. A. Wesselingh M. L. Arnold 2000 Frequency and spatial patterning of clonal reproduction in Louisiana iris hybrid populations. Evolution 54: 137-144[CrossRef][ISI][Medline]
Casgrain P. 2001 Permute! Version 3.4 alpha. Available at http://www.umontreal.ca/casgrain/en/telecharger/index.html
Chung M. G. M. Y. Chung G. S. Oh B. K. Epperson 2000 Spatial genetic structure in a Neolitsea sericea population (Lauraceae). Heredity 85: 490-497
Chung M. G. S. S. Kang 1994 Genetic variation and population structure in Korean populations of Eurya japonica (Theaceae). American Journal of Botany 81: 1077-1082[CrossRef][ISI]
Clayton J. W. D. N. Tretiak 1972 Amine citrate buffers for pH control in starch gel electrophoresis. Journal of Fisheries Research Board of Canada 29: 1169-1172
Cockerham C. C. 1969 Variance of gene frequencies. Evolution 23: 72-84[CrossRef][ISI]
Darley-Hill S. W. C. Johnson 1981 Acorn dispersal by bluejay (Cyanocitta cristata). Oecologia 50: 231-232[CrossRef][ISI]
Dewey S. E. J. S. Heywood 1988 Spatial genetic structure in a population of Psychotria nervosa. I. Distribution of genotypes. Evolution 42: 834-838[CrossRef][ISI]
Doligez A. H. I. Joly 1997 Genetic diversity and spatial structure within a natural stand of a tropical tree species, Carpa procera (Meliaceae), in French Guiana. Heredity 79: 72-82[CrossRef][ISI]
Dow B. D. M. V. Ashley 1996 Microsatellite analysis of seed dispersal and parentage of saplings in bur oak, Quercus macrocarpa. Molecular Ecology 5: 615-627
Dow B. D. M. V. Ashley 1998 High levels of gene flow in bur oak revealed by paternity analysis using microsatellites. Journal of Heredity 89: 62-70
Ducousso A. H. Michaud R. Lumaret 1993 Reproduction and gene flow in the genus Quercus. Annales des Sciences Forestieres 50: (supplement 1) 91-106
Epperson B. K. 1993 Recent advances in correlation analysis of spatial patterns of genetic variation. Evolutionary Biology 27: 95-155
Epperson B. K. R. W. Allard 1989 Spatial autocorrelation analysis of the distribution of genotypes within populations of lodgepole pine. Genetics 121: 369-377
Epperson B. K. E. R. Alvarez-Buylla 1997 Limited seed dispersal and genetic structure in life stages of Cecropia obtusifolia. Evolution 51: 275-282[CrossRef][ISI]
Epperson B. K. M. G. Chung 2001 Spatial genetic structure of allozyme polymorphisms within populations of Pinus strobus (Pinaceae). American Journal of Botany 88: 1006-1010
Foster P. F. V. L. Sork 1997 Population and genetic structure of the West African rain forest liana Ancistrocladus korupensis (Ancistrocladaceae). American Journal of Botany 84: 1078-1091[Abstract]
Fox J. F. 1982 Adaptation of grey squirrel behavior to autumn germination by white oak acorns. Evolution 36: 800-809[CrossRef][ISI]
Geburek T. P. Tripp-Knowles 1994 Genetic architecture in bur oak, Quercus macrocarpa (Fagaceae), inferred by means of spatial autocorrelation analysis. Plant Systematics and Evolution 189: 63-74[CrossRef][ISI]
Goudet J. 1995 FSTAT version 1.2: a computer program to calculate F-statistics. Journal of Heredity 86: 485-488
Goudet J. 2000 FSTAT, a program to estimate and test gene diversities and fixation indices (version 2.9.1). Available at http://www.unil.ch/izea/softwares/fstat.html. Updated from Goudet (1995)
Gram W. K. V. L. Sork 1999 Population density as a predictor of genetic variation for woody plant species. Conservation Biology 13: 1079-1087[CrossRef][ISI]
Gram W. K. V. L. Sork 2001 Association between environmental and genetic heterogeneity in forest tree populations. Ecology 82: 2012-2021[ISI]
Guttman S. I. L. A. Weigt 1989 Electrophoretic evidence of relationships among Quercus (oaks) of eastern North America. Canadian Journal of Botany 67: 339-351[CrossRef]
Hamrick J. L. M. J. Godt. S. L. Sherman-Broyles 1992 Factors influencing levels of genetic diversity in woody plant species. New Forests 6: 95-124[CrossRef]
Hamrick J. L. D. A. Murawski J. D. Nason 1993 The influence of seed dispersal mechanisms on the genetic structure of tropical tree populations. Vegetatio 107/108: 281-297
Hamrick J. L. J. D. Nason 1996 Consequences of dispersal in plants. In O. E. Rhodes, Jr., R. K. Chesser, and M. H. Smith [eds.], Population dynamics in ecological space and time, 203236. University of Chicago Press, Chicago, Illinois, USA
Heywood J. S. 1991 Spatial analysis of genetic variation in plant populations. Annual Review of Ecology and Systematics 22: 235-255
Howe H. F. 1986 Seed dispersal by fruit-eating birds and mammals. In D. R. Murray [ed.], Seed dispersal, 123189. Academic Press, New York, New York, USA
Johnson W. C. C. S. Adkisson 1985 Dispersal of beech nuts by blue jays in fragmented landscapes. American Midland Naturalist 113: 319-324[CrossRef][ISI]
Kalisz S. J. D. Nason F. A. Hanzawa S. J. Tonsor 2001 Spatial population genetic structure in Trillium grandiflorum: the roles of dispersal, mating, history and selection. Evolution 55: 1560-1568[CrossRef][ISI][Medline]
Kitamura S. G. Murata 1987 Colored illustrations of woody plants of Japan. Hoikusha, Osaka, Japan
Knowles P. 1991 Spatial genetic structure within two natural stands of black spruce (Picea mariana (Mill.) B.S.P). Silvae Genetica 40: 13-19
Knowles P. D. J. Perry H. A. Foster 1992 Spatial genetic structure in two tamarack [Larix laricina (Du Roi) K. Koch] populations with differing establishment histories. Evolution 46: 572-576[CrossRef][ISI]
Koop A. L. 1996 Genetic variation and structure in Quercus alba L. in a Missouri Ozark landscape. Master's thesis, Department of Biology, University of Missouri, St. Louis, USA
Leonardi S. S. Raddi M. Borghetti 1996 Spatial autocorrelation of allozyme traits in a Norway spruce (Picea abies) population. Canadian Journal of Forest Research 26: 63-71[CrossRef]
Li C. C. D. G. Horvitz 1953 Some methods of estimating the inbreeding coefficient. American Journal of Human Genetics 5: 107-117[ISI][Medline]
Loiselle B. A. V. L. Sork J. Nason C. Graham 1995 Spatial genetic structure of a tropical understory shrub, Psychotria officinalis (Rubiaceae). American Journal of Botany 82: 1420-1425[CrossRef][ISI]
Mitton J. B. Y. B. Linhart K. B. Sturgeon J. L. Hamrick 1979 Allozyme polymorphisms detected in mature needle tissue of ponderosa pine. Journal of Heredity 70: 86-89
Miyaki M. K. Kikuzawa 1988 Dispersal of Quercus mongolica acorns in a broadleaved deciduous forest. 2. Scatterhoarding by mice. Forest Ecology and Management 25: 9-16[CrossRef][ISI]
Montalvo A. M. S. G. Conard M. T. Conkle P. D. Hodgskiss 1997 Population structure, genetic diversity, and clone formation in Quercus chrysolepis (Fagaceae). American Journal of Botany 84: 1553-1564[Abstract]
Nei M. 1973 Analysis of gene diversity in subdivided populations. Proceedings of the National Academy of Sciences, USA 70: 3321-3323
Nei M. 1977 F-statistics and analysis of gene diversity in subdivided populations. Annals Human Genetics 41: 225-233
Parker K. C. J. L. Hamrick A. J. Parker J. D. Nason 2001 Fine-scale genetic structure in Pinus clausa (Pinaceae) populations: effects of disturbance history. Heredity 87: 99-113[CrossRef][ISI][Medline]
Parker M. A. 1985 Local population differentiation for compatibility in an annual legume and its host-specific fungal pathogen. Evolution 39: 713-723[CrossRef][ISI]
Peakall R. A. J. Beattie 1996 Ecological and genetic consequences of pollination by sexual deception in the orchid Caladenia tentactulata. Evolution 50: 2207-2220[CrossRef][ISI]
Perry D. J. P. Knowles 1991 Spatial genetic structure within three sugar maple (Acer saccharum Marsh.) stands. Heredity 66: 137-142
Rice W. R. 1989 Analyzing tables of statistical tests. Evolution 43: 223-225[CrossRef][ISI]
Samuel R. W. Pinsker F. Ehrendorfer 1995 Electrophoretic analysis of genetic variation within and between populations of Quercus cerris, Q. pubescens, Q. petraea and Q. robur (Fagaceae) from Eastern Austria. Botanica Acta 108: 290-299[ISI]
Schnabel A. J. L. Hamrick 1990a Organization of genetic diversity within and among populations Gleditsia triacanthos (Leguminosae). American Journal of Botany 77: 1060-1069[CrossRef][ISI]
Schnabel A. J. L. Hamrick 1990b Comparative analysis of population genetic structure in Quercus macrocarpa and Q. gambelii (Fagaceae). Ststematic Botany 15: 240-251
Schnabel A. R. H. Laushman J. L. Hamrick 1991 Comparative genetic structure of two co-occurring tree species, Maclura pomifera (Moraceae) and Gleditsia triacanthos (Leguminosae). Heredity 67: 357-364[ISI]
Schnabel A. J. D. Nason J. L. Hamrick 1998 Understanding the population genetic structure of Gleditsia triacanthos L.: seed dispersal and variation in female reproductive success. Molecular Ecology 7: 819-832[CrossRef][ISI]
Schoen P. E. R. G. Latta 1989 Spatial autocorrelation of genotypes in populations of Impatiens pallida and Impatiens capensis. Heredity 63: 181-189[ISI]
Shapcott A. 1995 The spatial genetic structure in natural populations of Australian temperature rainforest tree Atherosperma moschatum (Labill.) (Monimiaceae). Heredity 74: 28-38[ISI]
Smouse P. E. R. J. Dyer R. D. Westfall V. L. Sork 2001 Two-generation analysis of pollen flow across a landscape. I. Male gamete heterogeneity among females. Evolution 55: 260-271[CrossRef][ISI][Medline]
Smouse P. E. R. Peakall 1999 Spatial autocorrelation analysis of individual multiallele and multilocus genetic structure. Heredity 82: 561-573
Soltis D. E. C. H. Haufler D. C. Darrow G. J. Gastony 1983 Starch gel electrophoresis of ferns: a compilation of grinding buffers, gel and electrode buffers, and staining schedules. American Fern Journal 73: 9-27[CrossRef][ISI]
Sork V. L. S. Huang E. Wiener 1993 Macrogeographic and fine-scale genetic structure in a North American oak species, Quercus rubra L. Annales des Sciences Forestieres 50: (supplement 1) 128-136
Sork V. L. K. Stowe C. Hochwender 1993 Evolution in closely adjacent subpopulations of Northern red oak seedlings in response to herbivory by insects. American Naturalist 142: 928-936[CrossRef][ISI]
Stanton M. L. C. Galen J. Shore 1997 Population structure along a steep environmental gradient: consequences of flowering time and habit variation in the snow buttercup, Ranunculus adoneus. Evolution 51: 79-94[CrossRef][ISI]
Streiff R. A. Ducousso C. Lexer H. Steinkellner J. G. Gloess A. Kremer 1999 Pollen dispersal inferred from paternity analysis in a mixed oak stand of Quercus robur L. and Q. petraea (Matt.) Liebl. Molecular Ecology 7: 317-328
Streiff R. T. Labbe R. Bacilieri H. Steinkellner J. Glossl A. Kremer 1988 Within-population genetic structure in Quercus robur L. & Quercus petraea (Matt.) Liebl. Assessed with isozymes and microsatellites. Molecular Ecology 7: 317-328
Thompson D. C. P. S. Thompson 1980 Food habits and caching behavior of urban grey squirrels. Canadian Journal of Zoology 58: 701-710
Tonsor S. J. S. Kalisz J. Fisher 1993 A life-history based study of population structure: seed bank to adults in Plantago lanceolata. Evolution 47: 833-843[CrossRef][ISI]
Ueno S. N. Tomura H. Yoshimaru T. Manabe S. Yamamoto 2000 Genetic structure of Camellia japonica L. in an old-growth evergreen forest, Tsushima, Japan. Molecular Ecology 9: 647-656[CrossRef][Medline]
Weeden N. F. J. F. Wendel 1989 Genetics of plant isozymes. In D. E. Soltis and P. S. Soltis [eds.], Isozymes in plant biology, 4672. Dioscorides Press, Portland, Oregon, USA
Weir B. S. C. C. Cockerham 1984 Estimating F-statistics for the analysis of population structure. Evolution 38: 1358-1370[CrossRef][ISI]
Wendel J. F. N. F. Weeden 1989 Visualization and interpretation of plant isozymes. In D. E. Soltis and P. S. Soltis [eds.], Isozymes in plant biology, 545. Dioscorides Press, Portland, Oregon, USA
Wright S. 1922 Coefficients of inbreeding and relationship. American Naturalist 56: 330-338[CrossRef][ISI]
Wright S. 1965 The interpretation of population structure by F-statistics with special regard to systems of mating. Evolution 19: 395-420[CrossRef][ISI]
Yamamoto S. 2000 Forest gap dynamics and tree regeneration. Journal of Forest Research 5: 223-229
Yeh F. C. R. C. Yang T. B. J. Boyle 1999 POPGENE Version 1.31, microsoft window-based free ware for population genetic analysis. University of Alberta and Centre for International Forestry Research, Alberta, Canada. Free program distributed by the authors at http://www.ualberta.ca/
fyeh/index.htm
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