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Policy Instrum
ents and Incentives for C
oordinated H
abitat Conservation
Carson R
eelingD
epartment of Econom
icsInstitute for the Environm
ent & SustainabilityW
estern Michigan U
niversity
Leah H. P
alm-Forster
Departm
ent of Applied Economics & Statistics
University of D
elaware
Richard T. M
elstromInstitute of Environm
ental SustainabilityLoyola U
niversity Chicago
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aster title style
Imperiled species (IS
) are costly to landow
ners
•Nearly 50%
of species listed under the US
Endangered S
pecies Act
(ES
A) have >80%
of their habitat on private land
•P
resence of listed animals on land can result in costly land use restrictions
•Æ
incentives to degrade habitat, preempt colonization
Designing
conservation incentives is com
plicated
•M
any species require vast am
ounts of contiguous habitat
•e.g., the lesser prairie chicken in G
reat Plains, greater sage grouse in M
ountain West
•Æ
effective conservation requires coordinated action by m
ultiple landow
ners
Conservation is a coordination gam
e•
Multiple N
ash equilibria:
1.Full conservation: Landow
ners expect neighbors to conserve and hence have incentives to conserve too
2.N
o conservation:Landow
ners expect their neighbors to shirk and hence have incentives to shirk too (coordination failure)
Conservation is a coordination gam
e•
Multiple N
ash equilibria:
1.Full conservation: Landow
ners expect neighbors to conserve and hence have incentives to conserve too
2.N
o conservation:Landow
ners expect their neighbors to shirk and hence have incentives to shirk too (coordination failure)
Conservation is a coordination gam
e•
Multiple N
ash equilibria:
1.Full conservation: Landow
ners expect neighbors to conserve and hence have incentives to conserve too
2.N
o conservation:Landow
ners expect their neighbors to shirk and hence have incentives to shirk too (coordination failure)
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Existing conservation policies m
ay or may
not eliminate coordination failure
•Conservation subsidies/cost-sharing: R
educe conservation costs
•Lessen—
but do not eliminate—
probability of coordination failure (Parkhurst et al
2002; Parkhurst and S
hogren2007,2008; D
rechsleret al. 2010)
•Intuition: Increases incentives to conserve, but only if others do too
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Existing conservation policies m
ay or may
not eliminate coordination failure
•Conservation subsidies/cost-sharing: R
educe conservation costs
•Lessen—
but do not eliminate—
probability of coordination failure (Parkhurst et al
2002; Parkhurst and S
hogren2007,2008; D
rechsleret al. 2010)
•Intuition: Increases incentives to conserve, but only if others do too
•Voluntary conservation agreements w
ith assurances (VCA
As):
Indemnify landow
ners as long as they maintain conservation practices
•C
an eliminate no-conservation outcom
e (Reeling and H
oran 2015)
•Intuition: C
onserving eliminates affects of others’ choices on m
y outcome;
always som
e benefit to conserving
Objective
We
useeconom
icexperim
entsto
compare
theperform
anceof
(i)land
userestrictions,
(ii)subsidies,and
(iii)V
CA
As
when
multiple
landowners
must
coordinatetheir
conservationefforts
toprotectan
imperiled
species(IS
).
Experim
ental design
•R
ecruited 104 undergraduate students from
U. D
elaware
•G
roups of 4 acted as neighboring farmers
whose land is IS
habitat
•B
aseline earnings = $E 900
•Forfeited if species is listed
•Exchange rate: $E 350/ $1
•Landholdings are hom
ogeneous and com
prise 6 parcels
•S
imultaneously decide w
hether or not to conserve their ow
n parcels
•IS
requires contiguous 8-parcel conserved habitat to avoid listing
Experimental landscape and conservation costs
Experim
ental design
•R
ecruited 104 undergraduate students from
U. D
elaware
•G
roups of 4 acted as neighboring farmers
whose land is IS
habitat
•B
aseline earnings = $E 900
•Forfeited if species is listed
•Exchange rate: $E 350/ $1
•Landholdings are hom
ogeneous and com
prise 6 parcels
•S
imultaneously decide w
hether or not to conserve their ow
n parcels
•IS
requires contiguous 8-parcel conserved habitat to avoid listing
Experimental landscape and conservation costs
Habitat arrangem
ents that prevent listing
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Experim
ental procedure•5 parts (total tim
e≈ 90 m
in):
1.Instructions •
Both printed and pre-recorded P
owerP
oint
2.P
ractice round (unpaid)
3.M
ain experiment
•E
ach group participated in 4 treatments, 5 rounds each
•C
ontrol for order effects using Latin square orthogonal design
4.H
olt-Laurylottery to determ
ine risk preferences•
Inconclusive /
5.D
emographic survey
Treatments (w
ithin-subject design)
C1. N
o policy (control)
•Net farm
income does not depend on conservation success.
T2. Land use restrictions
•If the IS islisted, then all farm
ers in the group face land use restrictions and lose $E 900, plus any conservation costs.
T3. Conservation subsidy &
land use restriction
•Farmers earn a cost-share subsidy for each conserved parcel equal to:
¾20%
if the parcel does not border a parcel conserved by a neighbor;¾
30% if the parcel borders 1 parcel conserved by a neighbor; or
¾40%
if the parcel borders 2 parcels conserved by neighbors.
•Listing results in the land use restrictions and losses from T2.
T4. VCA
A & land use restriction
•Listing results in the land use restriction described in T2.
•Each farmer can avoid the penalty by conserving 3 or m
ore parcels, regardless of conservation success.
Nash equilibria
& hypotheses
•Test treatm
ents along four dim
ensions:1.
Mean area reserved
2.S
pecies protection3.
Aggregate costs
4.A
gg. costs | protection
•H
ypotheses:
•P
airwise com
parison of no-policy control, land use restrictions, subsidy, and V
CA
A
•P
rimary hypothesis: m
ean area reserved greater under V
CA
As, but costs will
be greater
Land use restrictions, subsidy
VCA
A
Nash equilibria
& hypotheses
•Test treatm
ents along four dim
ensions:1.
Mean area reserved
2.S
pecies protection3.
Aggregate costs
4.A
gg. costs | protection
•H
ypotheses:
•P
airwise com
parison of no-policy control, land use restrictions, subsidy, and V
CA
A
•P
rimary hypothesis: m
ean area reserved greater under V
CA
As, but costs will
be greater
Land use restrictions, subsidy
VCA
A
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No policy (C
1 )
Land use restriction
(T2 )
Subsidy w
/ land use restriction (T
3 )V
CA
A w/ land use
restriction (T4 )
Mean area
reserved0.78
a7.72
b8.05
b9.02
c
[0.53, 1.02][7.53, 7.92]
[7.91, 8.20][8.76, 9.27]
Species
protection0
a0.82
b0.87
b0.76
b
[0 , 0][0.75, 0.88]
[0.81, 0.93][0.69, 0.84]
Aggregate
costs186.2
a2590.4
b2486.2
b2417.7
b
[126.6, 245.7][2376.3, 2804.5]
[2282.8, 2689.5][2290.3, 2545.1]
Agg. C
osts | P
rotection—
2014.6a
2039.8a,b
2088.9b
—[2000.3, 2028.9]
[2013.7, 2066.0][2050.0, 2127.8]
Results
aReported figures are means across all groups and all five rounds. 95 percent confidence intervals are in brackets. Estim
ates m
arked with the sam
e superscript are not significantly different at a 5 percent level.
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No policy (C
1 )
Land use restriction
(T2 )
Subsidy w
/ land use restriction (T
3 )V
CA
A w/ land use
restriction (T4 )
Mean area
reserved0.78
a7.72
b8.05
b9.02
c
[0.53, 1.02][7.53, 7.92]
[7.91, 8.20][8.76, 9.27]
Species
protection0
a0.82
b0.87
b0.76
b
[0 , 0][0.75, 0.88]
[0.81, 0.93][0.69, 0.84]
Aggregate
costs186.2
a2590.4
b2486.2
b2417.7
b
[126.6, 245.7][2376.3, 2804.5]
[2282.8, 2689.5][2290.3, 2545.1]
Agg. C
osts | P
rotection—
2014.6a
2039.8a,b
2088.9b
—[2000.3, 2028.9]
[2013.7, 2066.0][2050.0, 2127.8]
Results
aReported figures are means across all groups and all five rounds. 95 percent confidence intervals are in brackets. Estim
ates m
arked with the sam
e superscript are not significantly different at a 5 percent level.
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Em
pirical model
•R
andom effects m
odel:
𝑂𝑂𝑂𝑂𝑖𝑖𝑖𝑖 =
𝛼𝛼+�𝑘𝑘=2 4
𝛽𝛽𝑘𝑘 𝑇𝑇𝑘𝑘,𝑖𝑖𝑖𝑖 +�𝑚𝑚=2 4𝛾𝛾𝑚𝑚 𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂
𝑚𝑚,𝑖𝑖𝑖𝑖 +
𝜃𝜃1 𝑟𝑟+𝜃𝜃2 𝑟𝑟 −1+
𝑐𝑐𝑖𝑖 +𝑢𝑢𝑖𝑖𝑖𝑖
where•𝑂𝑂𝑂𝑂
𝑖𝑖𝑖𝑖is the outcom
e (either area conserved, cost, cost | protection)
•𝑇𝑇𝑘𝑘,𝑖𝑖𝑖𝑖is a treatm
ent dumm
y
•𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑂𝑚𝑚,𝑖𝑖𝑖𝑖
is an ordering dumm
y
•𝑟𝑟denotes round #
•𝑐𝑐𝑖𝑖 is an individual fixed effect
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Model
Explanatory variable1. M
ean area reserved2. Agg.costs
3. Agg.Costs | Protection
Treatment effect
T2 (land use restriction)
β2
base groupbase group
base group
T3 (subsidy w
/ land use restriction)
β3
0.070*
–37.553.39
T4 (VC
AA w/ land use
restriction)β
40.316
***–45.36
19.12***
Order effect
OR
DE
R2
(T2 first)
γ2
–0.001–88.85
*–7.47
OR
DE
R3
(T3 first)
γ3
0.080**
–65.86*
2.56
OR
DE
R4
(T4 first)
γ4
0.105***
23.6322.95
***
rθ
1–0.005
*–3.07
–0.39
r–1
θ2
0.075207.40
***31.41
*
Constant
α1.925
***686.30
***500.41
***
Observations
15601560
1272Subjects
104104
104
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Conclusions
•VC
AA
s have attractive theoretical properties
• but incentivizing spatially coordinated conservation isn’t
one of them
•May be better suited for sm
aller, less mobile species
where large, connected habitats aren’t required