Are South Hills Crossbills declining with increasing temperatures?

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Are South Hills Crossbills Declining with Increasing Temperatures? Julie Hart Master’s Defense Zoology & Physiology 29 April 2013

Transcript of Are South Hills Crossbills declining with increasing temperatures?

Are  South  Hills  Crossbills  Declining  with  Increasing  Temperatures?  

Julie  Hart  Master’s  Defense  

Zoology  &  Physiology  29  April  2013  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

EXTINCTION  RISK  

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Extinction risk from climate changeChris D. Thomas1, Alison Cameron1, Rhys E. Green2, Michel Bakkenes3,Linda J. Beaumont4, Yvonne C. Collingham5, Barend F. N. Erasmus6,Marinez Ferreira de Siqueira7, Alan Grainger8, Lee Hannah9,Lesley Hughes4, Brian Huntley5, Albert S. van Jaarsveld10,Guy F. Midgley11, Lera Miles8*, Miguel A. Ortega-Huerta12,A. Townsend Peterson13, Oliver L. Phillips8 & Stephen E. Williams14

1Centre for Biodiversity and Conservation, School of Biology, University of Leeds,Leeds LS2 9JT, UK2Royal Society for the Protection of Birds, The Lodge, Sandy, BedfordshireSG19 2DL, UK, and Conservation Biology Group, Department of Zoology,University of Cambridge, Downing Street, Cambridge CB2 3EJ, UK3National Institute of Public Health and Environment, P.O. Box 1,3720 BA Bilthoven, The Netherlands4Department of Biological Sciences, Macquarie University, North Ryde, 2109,NSW, Australia5University of Durham, School of Biological and Biomedical Sciences, South Road,Durham DH1 3LE, UK6Animal, Plant and Environmental Sciences, University of the Witwatersrand,Private Bag 3, WITS 2050, South Africa7Centro de Referencia em Informacao Ambiental, Av. Romeu Tortima 228,Barao Geraldo, CEP:13083-885, Campinas, SP, Brazil8School of Geography, University of Leeds, Leeds LS2 9JT, UK9Center for Applied Biodiversity Science, Conservation International,1919 M Street NW, Washington, DC 20036, USA10Department of Zoology, University of Stellenbosch, Private Bag X1,Stellenbosch 7602, South Africa11Climate Change Research Group, Kirstenbosch Research Centre, NationalBotanical Institute, Private Bag x7, Claremont 7735, Cape Town, South Africa12Unidad Occidente, Instituto de Biologıa, Universidad Nacional Autonoma deMexico, Mexico, D.F. 04510 Mexico13Natural History Museum and Biodiversity Research Center, University ofKansas, Lawrence, Kansas 66045 USA14Cooperative Research Centre for Tropical Rainforest Ecology, School of TropicalBiology, James Cook University, Townsville, QLD 4811, Australia

* Present address: UNEP World Conservation Monitoring Centre, 219 Huntingdon Road, Cambridge

CB3 0DL, UK

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Climate change over the past,30 years has produced numerousshifts in the distributions and abundances of species1,2 and hasbeen implicated in one species-level extinction3. Using projec-tions of species’ distributions for future climate scenarios, weassess extinction risks for sample regions that cover some 20% ofthe Earth’s terrestrial surface. Exploring three approaches inwhich the estimated probability of extinction shows a power-law relationship with geographical range size, we predict, onthe basis of mid-range climate-warming scenarios for 2050, that15–37% of species in our sample of regions and taxa will be‘committed to extinction’. When the average of the three methodsand two dispersal scenarios is taken, minimal climate-warmingscenarios produce lower projections of species committed toextinction (,18%) than mid-range (,24%) and maximum-change (,35%) scenarios. These estimates show the importanceof rapid implementation of technologies to decrease greenhousegas emissions and strategies for carbon sequestration.

The responsiveness of species to recent1–3 and past4,5 climatechange raises the possibility that anthropogenic climate changecould act as a major cause of extinctions in the near future, with theEarth set to become warmer than at any period in the past 1–40Myr(ref. 6). Here we use projections of the future distributions of1,103 animal and plant species to provide ‘first-pass’ estimates ofextinction probabilities associated with climate change scenarios for2050.

For each species we use the modelled association between currentclimates (such as temperature, precipitation and seasonality)and present-day distributions to estimate current distributional

areas7–12. This ‘climate envelope’ represents the conditions underwhich populations of a species currently persist in the face ofcompetitors and natural enemies. Future distributions are esti-mated by assuming that current envelopes are retained and can beprojected for future climate scenarios7–12. We assume that a specieseither has no limits to dispersal such that its future distributionbecomes the entire area projected by the climate envelope model orthat it is incapable of dispersal, in which case the new distribution isthe overlap between current and future potential distributions (forexample, species with little dispersal or that inhabit fragmentedlandscapes)11. Reality for most species is likely to fall between theseextremes.We explore three methods to estimate extinction, based on the

species–area relationship, which is a well-established empiricalpower-law relationship describing how the number of speciesrelates to area (S ¼ cAz, where S is the number of species, A isarea, and c and z are constants)13. This relationship predictsadequately the numbers of species that become extinct or threat-ened when the area available to them is reduced by habitatdestruction14,15. Extinctions arising from area reductions shouldapply regardless of whether the cause of distribution loss is habitatdestruction or climatic unsuitability.Because climate change can affect the distributional area of each

species independently, classical community-level approaches needto be modified (see Methods). In method 1 we use changes in thesummed distribution areas of all species. This is consistent with thetraditional species–area approach: on average, the destruction ofhalf of a habitat results in the loss of half of the distribution areasummed across all species restricted to that habitat. However, thisanalysis tends to be weighted towards species with large distribu-tional areas. To address this, in method 2 we use the averageproportional loss of the distribution area of each species to estimatethe fraction of species predicted to become extinct. This approach isfaithful to the species–area relationship because halving thehabitat area leads on average to the proportional loss of halfthe distribution of each species. Method 3 considers the extinc-tion risk of each species in turn. In classical applications of thespecies–area approach, the fraction of species predicted tobecome extinct is equivalent to the mean probability of extinc-tion per species. Thus, in method 3 we estimate the extinctionrisk of each species separately by substituting its area loss in thespecies–area relationship, before averaging across species (seeMethods). Our conclusions are not dependent on which ofthese methods is used. We use z ¼ 0.25 in the species–arearelationship throughout, given its previous success in predictingproportions of threatened species14,15, but our qualitative con-clusions are not dependent on choice of z (SupplementaryInformation). As there are gaps in the data (not all dispersal/climatescenarios were available for each region), a logit–linear model isfitted to the extinction risk data to produce estimates for missingvalues in the extinction risk table (Table 1). Balanced estimates ofextinction risk, averaged across all data sets, can then be calculatedfor each scenario.For projections of maximum expected climate change, we esti-

mate species-level extinction across species included in the study tobe 21–32% (range of the three methods) with universal dispersal,and 38–52% for no dispersal (Table 1). For projections ofmid-rangeclimate change, estimates are 15–20% with dispersal and 26–37%without dispersal (Table 1). Estimates for minimum expectedclimate change are 9–13% extinction with dispersal and 22–31%without dispersal. Projected extinction varies between parts of theworld and between taxonomic groups (Table 1), so our estimates areaffected by the data available. The species–area methods differ fromone another by up to 1.41-fold (method 1 versus method 3) inestimated extinction, whereas the two dispersal scenarios producea 1.98-fold difference, and the three climate scenarios generate2.05-fold variation.

letters to nature

NATURE |VOL 427 | 8 JANUARY 2004 | www.nature.com/nature 145© 2004 Nature Publishing Group

..............................................................

Extinction risk from climate changeChris D. Thomas1, Alison Cameron1, Rhys E. Green2, Michel Bakkenes3,Linda J. Beaumont4, Yvonne C. Collingham5, Barend F. N. Erasmus6,Marinez Ferreira de Siqueira7, Alan Grainger8, Lee Hannah9,Lesley Hughes4, Brian Huntley5, Albert S. van Jaarsveld10,Guy F. Midgley11, Lera Miles8*, Miguel A. Ortega-Huerta12,A. Townsend Peterson13, Oliver L. Phillips8 & Stephen E. Williams14

1Centre for Biodiversity and Conservation, School of Biology, University of Leeds,Leeds LS2 9JT, UK2Royal Society for the Protection of Birds, The Lodge, Sandy, BedfordshireSG19 2DL, UK, and Conservation Biology Group, Department of Zoology,University of Cambridge, Downing Street, Cambridge CB2 3EJ, UK3National Institute of Public Health and Environment, P.O. Box 1,3720 BA Bilthoven, The Netherlands4Department of Biological Sciences, Macquarie University, North Ryde, 2109,NSW, Australia5University of Durham, School of Biological and Biomedical Sciences, South Road,Durham DH1 3LE, UK6Animal, Plant and Environmental Sciences, University of the Witwatersrand,Private Bag 3, WITS 2050, South Africa7Centro de Referencia em Informacao Ambiental, Av. Romeu Tortima 228,Barao Geraldo, CEP:13083-885, Campinas, SP, Brazil8School of Geography, University of Leeds, Leeds LS2 9JT, UK9Center for Applied Biodiversity Science, Conservation International,1919 M Street NW, Washington, DC 20036, USA10Department of Zoology, University of Stellenbosch, Private Bag X1,Stellenbosch 7602, South Africa11Climate Change Research Group, Kirstenbosch Research Centre, NationalBotanical Institute, Private Bag x7, Claremont 7735, Cape Town, South Africa12Unidad Occidente, Instituto de Biologıa, Universidad Nacional Autonoma deMexico, Mexico, D.F. 04510 Mexico13Natural History Museum and Biodiversity Research Center, University ofKansas, Lawrence, Kansas 66045 USA14Cooperative Research Centre for Tropical Rainforest Ecology, School of TropicalBiology, James Cook University, Townsville, QLD 4811, Australia

* Present address: UNEP World Conservation Monitoring Centre, 219 Huntingdon Road, Cambridge

CB3 0DL, UK

.............................................................................................................................................................................

Climate change over the past,30 years has produced numerousshifts in the distributions and abundances of species1,2 and hasbeen implicated in one species-level extinction3. Using projec-tions of species’ distributions for future climate scenarios, weassess extinction risks for sample regions that cover some 20% ofthe Earth’s terrestrial surface. Exploring three approaches inwhich the estimated probability of extinction shows a power-law relationship with geographical range size, we predict, onthe basis of mid-range climate-warming scenarios for 2050, that15–37% of species in our sample of regions and taxa will be‘committed to extinction’. When the average of the three methodsand two dispersal scenarios is taken, minimal climate-warmingscenarios produce lower projections of species committed toextinction (,18%) than mid-range (,24%) and maximum-change (,35%) scenarios. These estimates show the importanceof rapid implementation of technologies to decrease greenhousegas emissions and strategies for carbon sequestration.

The responsiveness of species to recent1–3 and past4,5 climatechange raises the possibility that anthropogenic climate changecould act as a major cause of extinctions in the near future, with theEarth set to become warmer than at any period in the past 1–40Myr(ref. 6). Here we use projections of the future distributions of1,103 animal and plant species to provide ‘first-pass’ estimates ofextinction probabilities associated with climate change scenarios for2050.

For each species we use the modelled association between currentclimates (such as temperature, precipitation and seasonality)and present-day distributions to estimate current distributional

areas7–12. This ‘climate envelope’ represents the conditions underwhich populations of a species currently persist in the face ofcompetitors and natural enemies. Future distributions are esti-mated by assuming that current envelopes are retained and can beprojected for future climate scenarios7–12. We assume that a specieseither has no limits to dispersal such that its future distributionbecomes the entire area projected by the climate envelope model orthat it is incapable of dispersal, in which case the new distribution isthe overlap between current and future potential distributions (forexample, species with little dispersal or that inhabit fragmentedlandscapes)11. Reality for most species is likely to fall between theseextremes.We explore three methods to estimate extinction, based on the

species–area relationship, which is a well-established empiricalpower-law relationship describing how the number of speciesrelates to area (S ¼ cAz, where S is the number of species, A isarea, and c and z are constants)13. This relationship predictsadequately the numbers of species that become extinct or threat-ened when the area available to them is reduced by habitatdestruction14,15. Extinctions arising from area reductions shouldapply regardless of whether the cause of distribution loss is habitatdestruction or climatic unsuitability.Because climate change can affect the distributional area of each

species independently, classical community-level approaches needto be modified (see Methods). In method 1 we use changes in thesummed distribution areas of all species. This is consistent with thetraditional species–area approach: on average, the destruction ofhalf of a habitat results in the loss of half of the distribution areasummed across all species restricted to that habitat. However, thisanalysis tends to be weighted towards species with large distribu-tional areas. To address this, in method 2 we use the averageproportional loss of the distribution area of each species to estimatethe fraction of species predicted to become extinct. This approach isfaithful to the species–area relationship because halving thehabitat area leads on average to the proportional loss of halfthe distribution of each species. Method 3 considers the extinc-tion risk of each species in turn. In classical applications of thespecies–area approach, the fraction of species predicted tobecome extinct is equivalent to the mean probability of extinc-tion per species. Thus, in method 3 we estimate the extinctionrisk of each species separately by substituting its area loss in thespecies–area relationship, before averaging across species (seeMethods). Our conclusions are not dependent on which ofthese methods is used. We use z ¼ 0.25 in the species–arearelationship throughout, given its previous success in predictingproportions of threatened species14,15, but our qualitative con-clusions are not dependent on choice of z (SupplementaryInformation). As there are gaps in the data (not all dispersal/climatescenarios were available for each region), a logit–linear model isfitted to the extinction risk data to produce estimates for missingvalues in the extinction risk table (Table 1). Balanced estimates ofextinction risk, averaged across all data sets, can then be calculatedfor each scenario.For projections of maximum expected climate change, we esti-

mate species-level extinction across species included in the study tobe 21–32% (range of the three methods) with universal dispersal,and 38–52% for no dispersal (Table 1). For projections ofmid-rangeclimate change, estimates are 15–20% with dispersal and 26–37%without dispersal (Table 1). Estimates for minimum expectedclimate change are 9–13% extinction with dispersal and 22–31%without dispersal. Projected extinction varies between parts of theworld and between taxonomic groups (Table 1), so our estimates areaffected by the data available. The species–area methods differ fromone another by up to 1.41-fold (method 1 versus method 3) inestimated extinction, whereas the two dispersal scenarios producea 1.98-fold difference, and the three climate scenarios generate2.05-fold variation.

letters to nature

NATURE |VOL 427 | 8 JANUARY 2004 | www.nature.com/nature 145© 2004 Nature Publishing Group

South  Hills    (Type  9)  

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

Type  2  

Type  3    

Type  4  

Type  5    

Type  1  

A F L P V A R I A T I O N I N C R O S S B I L L S 1881

© 2006 Blackwell Publishing Ltd, Molecular Ecology, 15, 1873–1887

nonoverlapping clusters when the analysis was restrictedto red crossbills.

Only three of nine comparisons of different geographicsamples within call types revealed significant geneticdifferentiation, which contrasts with the relatively highnumber of comparisons that were significant between calltypes (25 of 28 comparisons; Fisher’s exact test, P = 0.002).The significant within-call-type comparisons were betweencall type 2 in the Black Hills, South Dakota, and both theSandia Mountains, New Mexico (FST = 0.057, P < 0.05), andthe Bears Paw Mountains, Montana (FST = 0.041, P < 0.05),and between call type 1 from North Carolina and Virginia(FST = 0.13, P < 0.05). amova examining variation among

samples of call type 2 from different geographic locations(Fig. 1) indicates that the vast majority of variation isfound within location (97%) but that a significant amountof variation (3.1%) was due to differences among locations,which was lower than the 7% explained by differencesamong call types (Table 3). Finally, different geographicsamples within call types 1, 2, and 5 grouped togetherin the upgma dendrogram (Fig. 4), suggesting geneticcontinuity within these call types, whereas the twogeographically separate samples of call type 7 did notgroup together (Fig. 4), perhaps not surprisingly as calltype 7 did not differ significantly from call types 3, 4, and6 based on FST (Table 4).

Fig. 4 upgma phylogram reflecting relative genetic distances based on pairwise estimates of Nei’s D among different recognized speciesincluded in this study and eight call types of the red crossbill complex including samples from two geographic samples of call types 1, 5,and 7, and four geographic samples of call type 2 (BP, Bears Paw Mountains; NM, New Mexico; BH, Black Hills; LR, Little Rocky Mountains,with the samples taken in 2000 and 2001 distinguished as LRa and LRb, respectively). Values at the nodes represent bootstrap support basedon 1000 replicates; values < 50% are not shown. A representative head and, where known, a cone of the conifer on which each crossbillspecializes is shown. Heads and cones are from figures in Benkman (1987b, 1999), Parchman & Benkman (2002) and Farjon & Styles (1997),with bill sizes and cones altered to reflect relative sizes among the different crossbills and conifers, respectively. Cones from top to bottomare: Pinus occidentalis, Picea mariana, Pinus contorta latifolia from South Hills, Pinus ponderosa scopulorum, Pinus contorta latifolia, Tsugaheterophylla, Pseudotsuga menziesii menziesii, and Picea rubens. Call type 4 is associated with Pseudotsuga m. menziesii.

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

RED  CROSSBILL  

Birds  of  North  America  

SOUTH  HILLS  CROSSBILL  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Proposed  species  based  on:  •  Deeper  bill  •  Unique  call  type  •  Resident  •  Seasonal  nesYng  •  Low  hybridizaYon  •  GeneYc  differenYaYon  

Benkman  et  al.  2009,  Condor  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

STUDY  AREA  

South  Hills:  1530  km2  in  area  65  km2  lodgepole  pine  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

STUDY  AREA  

ElevaYon:  1277  to  2457  m    

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

PREVIOUS  FINDINGS  

2003 2004 2005 2006 2007 20080

50

100

150

200

250

300

350

Year

Cros

sbill

dens

ity (

indi

vidu

als/

km2 )

Year San;steban  et  al.  2012,  Journal  of  Animal  Ecology  

63%  decline  R2  =  0.97,  P  <  0.001    

HYPOTHESIS  Warmer  temperatures  cause  seroYnous  cones  to  open  and  drop  their  seed,  reducing  the  amount  of  food  for  crossbills  and  leading  to  their  decline.  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Less  food  

 RESEARCH  QUESTIONS  

•  Is  crossbill  density  conYnuing  to  decrease?  •  Do  changes  in  survival  account  for  the  observed  changes  in  density?  

•  Is  crossbill  survival  related  to  climate?  •  Is  cone  producYvity  decreasing?  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

 RESEARCH  QUESTIONS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

•  Is  crossbill  density  conYnuing  to  decrease?  •  Do  changes  in  survival  account  for  the  observed  changes  in  density?  

•  Is  crossbill  survival  related  to  climate?  •  Is  cone  producYvity  decreasing?  

POINT  COUNTS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

74  points  

•  10-­‐minute  counts  with  distance  sampling  

•  1041  birds  in  6660  minutes  of  observaYon  

•  Analyzed  with  standard  methods  including  a  correcYon  factor  for  detectability    

•  Used  program  DISTANCE  to  esYmate  density  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

POINT  COUNT  ANALYSIS  

CROSSBILL  DENSITY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Year

Cro

ssbi

ll de

nsity

(ind

ivid

uals

km−2

)

2003 2005 2007 2009 2011

0

50

100

150

200

250

300

350

R2  =  0.98,  P  <  0.001    

14%  annual  decline  

277  birds/km2  

71  birds/km2  

75%  decline  

Cerulean  Warbler    (-­‐3%)  

CROSSBILL  DECLINE  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Bicknell’s  Thrush    (-­‐7%)  

Rusty  Blackbird    (-­‐10%)  

South  Hills  Crossbill  (-­‐14%)  

 RESEARCH  QUESTIONS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

•  Is  crossbill  density  conYnuing  to  decrease?  •  Do  changes  in  survival  account  for  the  observed  changes  in  density?  

•  Is  crossbill  survival  related  to  climate?  •  Is  cone  producYvity  decreasing?  

MARK-­‐RECAPTURE  STUDY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MARK-­‐RECAPTURE  ANALYSIS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Bird  ID   Year1   Year2   Year3   Year4   Capture  History   Survival  Bird1   1   1   1   1   1111   1111  Bird2   1   1   0   1   1101   1111  Bird3   1   0   0   0   1000   1???  

ɸ  =  survival  probability  =  𝒇(year,  sex)  𝜌  =  capture  probability  =  𝒇(year,  sex)  

𝓛(ɸ,  𝜌  ⎪  capture  histories)  

n  =  1238  adults  tracked  from  2000  to  2012  

MARK-­‐RECAPTURE  ANALYSIS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Bird  ID   Year1   Year2   Year3   Year4   Capture  History   Survival  Bird1   1   1   1   1   1111   1111  Bird2   1   1   0   1   1101   1111  Bird3   1   0   0   0   1000   1???  

ɸ  =  survival  probability  =  𝒇(year,  sex)  𝜌  =  capture  probability  =  𝒇(year,  sex)  

𝓛(ɸ,  𝜌  ⎪  capture  histories)  

n  =  1238  adults  tracked  from  2000  to  2012  

1.  Used  program  MARK  2.  Modeled  capture  probability    

–  𝜌  ~  year  +  sex  –  higher  for  males  than  females  

3.  Modeled  survival  probability    –  ɸ  =  𝒇(year,  sex)  –  model-­‐averaged  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MARK  ANALYSIS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

ANNUAL  SURVIVAL  

Year

Appa

rent

adu

lt su

rviva

l ± 1

SE

2000 2002 2004 2006 2008 2010

0.5

0.6

0.7

0.8

0.9

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

ANNUAL  SURVIVAL  

Year

Appa

rent

adu

lt su

rviva

l ± 1

SE

2000 2002 2004 2006 2008 2010

0.5

0.6

0.7

0.8

0.9 Period   Mean  Survival  2000  -­‐  2003   0.68  2003  -­‐  2010   0.59  2010  -­‐  2011   0.67  

SURVIVAL  &  DENSITY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

PopulaYon  ProjecYon  •  Life  table  analysis  •  Constant  fecundity  and  juvenile  survival    •  EsYmated  density  with  model-­‐averaged  

adult  survival  

Year

Cro

ssbi

ll de

nsity

(ind

ivid

uals

km−2

)

2003 2005 2007 2009 2011

0

50

100

150

200

250

300

350

SURVIVAL  &  DENSITY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

PopulaYon  ProjecYon  •  Life  table  analysis  •  Constant  fecundity  and  juvenile  survival    •  EsYmated  density  with  model-­‐averaged  

adult  survival  

Year

Cro

ssbi

ll de

nsity

(ind

ivid

uals

km−2

)

2003 2005 2007 2009 2011

0

50

100

150

200

250

300

350

●●

● Projected from survival

SURVIVAL  &  DENSITY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Year

Cro

ssbi

ll de

nsity

(ind

ivid

uals

km−2

)

2003 2005 2007 2009 2011

0

50

100

150

200

250

300

350

●●

Point count estimateProjected from survival

PopulaYon  ProjecYon  •  Life  table  analysis  •  Constant  fecundity  and  juvenile  survival    •  EsYmated  density  with  model-­‐averaged  

adult  survival  

 RESEARCH  QUESTIONS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

•  Is  crossbill  density  conYnuing  to  decrease?  •  Do  changes  in  survival  account  for  the  observed  changes  in  density?  

•  Is  crossbill  survival  related  to  climate?  •  Is  cone  producYvity  decreasing?  

CLIMATE  COVARIATES  

Variable   Variable  definiYon  NHOT(X)   number  of  hot  (≥32°C),  dry  (<1  mm)  days  (unweighted  and  

weighted  lags  of  1-­‐5  years)  MSPR   mean  spring  temperature  (Mar  –  May)  MSUM   mean  summer  temperature  (Jun  –  Aug)  MANN   mean  annual  temperature  between  captures  (Jul  –  Jun)  MNBY   mean  temperature  in  non-­‐breeding  year  (Sep  -­‐  Mar)  NCW   number  of  cold  (<5°C),  wet  (>1  mm)  days  

USGS  NRCS  SNOTEL  data,  1989-­‐current  2  km  from  banding  site  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

SURVIVAL  &  CLIMATE  

Model   ΔQAICc   w   R2  Φ(~MNBY)   0   0.59   0.59  Φ(~NHOT5)   1.66   0.26   0.51  Φ(~NHOT4)   4.16   0.07   0.40  Φ(~NHOT5.w33)   7.16   0.02   0.27  Φ(~MSPR)   7.56   0.01   0.25  Φ(~NHOT4.w33)   8.18   0.01   0.22  

Modeled  climate  with  survival      Climate  model  =  Φ(climate)  𝜌(year  +  sex)  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Mean temperature °C (September − March)

Appa

rent

adu

lt su

rviva

l

−1.0 −0.5 0.0 0.5 1.0 1.5 2.0

0.55

0.60

0.65

0.70

0.75

LOWER  SURVIVAL  WITH  WARMER  TEMPS  

R2  =  0.55,  P  <  0.009  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

Number of hot, dry days over previous five years

Appa

rent

adu

lt su

rviva

l

1.0 1.5 2.0 2.5 3.0 3.5

0.55

0.60

0.65

0.70

0.75

R2  =  0.52,  P  <  0.012  

Number  of  hot,  dry  days  over  5  previous  years  

Mean  temperature  (°C)  (September  –  March)  

Apparent  su

rvival  

 RESEARCH  QUESTIONS  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

•  Is  crossbill  density  conYnuing  to  decrease?  •  Do  changes  in  survival  account  for  the  observed  changes  in  density?  

•  Is  crossbill  survivorship  related  to  climate?  •  Is  cone  producYvity  decreasing?  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

CONE  PRODUCTIVITY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

CONE  PRODUCTIVITY  

Year

Mea

n co

nes/

bran

ch/y

ear ±

1SE

1997 1999 2001 2003 2005 2007 2009 2011

0.6

0.8

1.0

1.2

1.4

1.6

1.8

1.  PopulaYon  is  sYll  declining  2.  Changes  in  adult  survival  account  for  decline  3.  Warmer  temperatures  decrease  survival  4.  Cone  producYvity  is  likely  not  contribuYng  to  

populaYon  decline    

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

SUMMARY  

Supports  main  hypothesis  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MORE  HOT  DAYS  

globalchange.gov  

1961-­‐1971   2080-­‐2099  

324 Climatic Change (2011) 105:313–328

Current 2020

2050 2080

a b

c d

Fig. 5 a–d Prediction of lodgepole pine distribution under current climate and the three future 30-year periods: 2020, 2050 and 2080

be almost absent from Oregon, Washington and Idaho. Even in British Columbiaand Alberta, the species’ range is likely to be reduced significantly (Fig. 5d). Thetotal area deemed suitable for the pine in the 2080 period is projected to be only15,000 km2, 17% of its current distribution. Of this area, 75% is currently modeled

324 Climatic Change (2011) 105:313–328

Current 2020

2050 2080

a b

c d

Fig. 5 a–d Prediction of lodgepole pine distribution under current climate and the three future 30-year periods: 2020, 2050 and 2080

be almost absent from Oregon, Washington and Idaho. Even in British Columbiaand Alberta, the species’ range is likely to be reduced significantly (Fig. 5d). Thetotal area deemed suitable for the pine in the 2080 period is projected to be only15,000 km2, 17% of its current distribution. Of this area, 75% is currently modeled

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

LODGEPOLE  PINE  DISTRIBUTION  

Coops  and  Waring  2011,  Clima;c  Change  

Current   2080  

•  Curb  global  warming  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MANAGEMENT  ACTIONS  PopulaYon  projecYon  using  demographic  data  from  2001-­‐2007  

0 50 100 150 200

01000

2000

3000

4000

Year

Mean c

rossbill abundance

Mean  of    2000  simulaYons  

Mean  Crossbill  Abu

ndance  

Years    

ExYnct  in  50  years  

Reciprocal Selection between Crossbills and Pine 183

Figure 1: Distribution of lodgepole pine (black), locations of study sites, and representative red crossbills (Loxia curvirostra complex) and cones inthe Rocky Mountains (lower right), in the Cypress Hills (upper right), and in the South Hills and Albion Mountains (lower left; modified fromBenkman 1999). The crossbills and cones are drawn to relative scale. Red squirrels (Tamiasciurus hudsonicus) are found throughout the range oflodgepole pine except in some isolated mountains, including the South Hills (SH), Albion Mountains (AM), and Little Rocky Mountains (LR).Tamiasciurus were absent from the Cypress Hills (CH) until they were introduced in 1950.

in the strength and outcome of interactions might arise(Benkman 1999; Benkman et al. 2001). Where Tamiasciu-rus are present, they act as the dominant seed predatorand drive lodgepole pine cone evolution. These areas rep-resent a coevolutionary hot spot for Tamiasciurus and pinebut a coevolutionary cold spot for crossbills. Here cross-bills adapt to cones (fig. 1) whose evolution is largely theresult of selection by Tamiasciurus. Where Tamiasciurusare absent, however, crossbills act as the primary seed pred-ators, and they drive the evolution of lodgepole pine conetraits. In these areas, crossbills exhibit reciprocal adapta-tions implicating coevolution as an active process, making

such areas coevolutionary hot spots for crossbills (fig. 1).The result is divergent selection between populations ofcrossbills and pine in hot spots and cold spots.

This scenario is based on behavioral, morphological,genetical, and paleobotanical evidence that indicate rep-licated reciprocal adaptation and coevolution betweencrossbills and lodgepole pine east and west of the RockyMountains in the past 10,000 yr (fig. 1; Benkman 1999;Benkman et al. 2001). However, direct measures of naturalselection on lodgepole pine by crossbills and reciprocalselection by lodgepole pine on crossbills are lacking. Earlierstudies (Benkman 1999; Benkman et al. 2001) inferred

South  Hills     Type  5  

•  Curb  global  warming  •  Assisted  migraYon  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MANAGEMENT  ACTIONS  

•  Curb  global  warming  •  Assisted  migraYon  •  Plant  more  lodgepole  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS    

MANAGEMENT  ACTIONS  

ACKNOWLEDGEMENTS    

Field  Assistants  •  Bayasa  Amgalen  •  Jeff  Garcia  •  Michael  Hague  •  Don  Jones  •  Garrey  MacDonald  •  James  Maley  •  Carolyn  Miller  •  Daniel  Schlaepfer  •  Michael  Woodruff  •  Charlie  Wright  

Funding  •  US  EPA  STAR  •  American  Ornithologists’  Union    •  Berry  Biodiversity  Center  •  Program  in  Ecology  •  WYGISC  GITA  •  Wyoming  Chapter  of  The  Wildlife  Society  •  Zoology  and  Physiology  Department  

Commiyee  •  Craig  Benkman  •  Merav  Ben-­‐David  •  Daniel  Tinker  

Photo  Credits  •  Gary  Dewaghe      •  Roger  Garber    •  Nasim  Mansurov    •  Nick  Neely  •  Dennis  Paulson    •  Lloyd  Spitalnik    •  USFWS  

MARK-­‐RECAPTURE  STUDY  

INTRODUCTION   �   ABUNDANCE   �   SURVIVAL   �   CLIMATE   �   CONES   �   CONCLUSIONS