| Literature DB >> 33106399 |
Isabel J Jones1, Andrew J MacDonald2,3,4, Skylar R Hopkins5,6, Andrea J Lund7, Zac Yung-Chun Liu8, Nurul Ihsan Fawzi9, Mahardika Putra Purba9, Katie Fankhauser10, Andrew J Chamberlin8, Monica Nirmala9, Arthur G Blundell11, Ashley Emerson12, Jonathan Jennings12, Lynne Gaffikin13,14, Michele Barry14, David Lopez-Carr15, Kinari Webb12, Giulio A De Leo8,16, Susanne H Sokolow17,16,18.
Abstract
Tropical forest loss currently exceeds forest gain, leading to a net greenhouse gas emission that exacerbates global climate change. This has sparked scientific debate on how to achieve natural climate solutions. Central to this debate is whether sustainably managing forests and protected areas will deliver global climate mitigation benefits, while ensuring local peoples' health and well-being. Here, we evaluate the 10-y impact of a human-centered solution to achieve natural climate mitigation through reductions in illegal logging in rural Borneo: an intervention aimed at expanding health care access and use for communities living near a national park, with clinic discounts offsetting costs historically met through illegal logging. Conservation, education, and alternative livelihood programs were also offered. We hypothesized that this would lead to improved health and well-being, while also alleviating illegal logging activity within the protected forest. We estimated that 27.4 km2 of deforestation was averted in the national park over a decade (∼70% reduction in deforestation compared to a synthetic control, permuted P = 0.038). Concurrently, the intervention provided health care access to more than 28,400 unique patients, with clinic usage and patient visitation frequency highest in communities participating in the intervention. Finally, we observed a dose-response in forest change rate to intervention engagement (person-contacts with intervention activities) across communities bordering the park: The greatest logging reductions were adjacent to the most highly engaged villages. Results suggest that this community-derived solution simultaneously improved health care access for local and indigenous communities and sustainably conserved carbon stocks in a protected tropical forest.Entities:
Keywords: conservation; human health; natural climate solutions; planetary health; tropical forests
Mesh:
Substances:
Year: 2020 PMID: 33106399 PMCID: PMC7668090 DOI: 10.1073/pnas.2009240117
Source DB: PubMed Journal: Proc Natl Acad Sci U S A ISSN: 0027-8424 Impact factor: 11.205
Fig. 1.Cross-sector global health and forest conservation needs. (A) Maps of global aboveground forest carbon density and Universal Health Coverage (9): Tropical areas, particularly Africa and Asia, have high forest cover and low health care coverage. (B, Inset) Forest loss (resulting from deforestation and forest degradation) accelerates over time across all 32 terrestrial IUCN Category II National Parks (10) established before 2001 in Indonesia [boxplots; forest change data: Hansen et al. (1)]. (C) Study site and approach: locations of IUCN Category II National Parks (10) in Indonesia, with the intervention park highlighted, and an outline of the problems and hypotheses addressed in this analysis, along with hypothesized outcomes that were tested empirically through objective earth observation and health clinic records.
Results from the synthetic controls analyses on park-level forest loss in GPNP compared to a counterfactual derived from three subsets of Indonesian IUCN Category II National Park controls: All nonmarine parks established prior to 2001, all nonmarine parks, and all parks
| Model | Forest loss, treated, km2 | Forest loss, control, km2 | % Change | Permuted | No. obs. | No. district | No. parks | |
| Nonmarine parks, est. before 2001 | 11.891 | 39.30 | −69.75 | 0.003 [−81.4, −50.8] | 0.038 [−83.7, −26.3] | 27,702 | 1,539 | 32 |
| Nonmarine parks | 11.891 | 28.36 | −58.1 | 0.013 [−74.0–32.4] | 0.062 [−78.3, −1.6] | 36,738 | 2,041 | 44 |
| All parks | 11.891 | 28.36 | −58.1 | 0.013 [−74.0, −32.4] | 0.080 [−80.6, 0] | 40,320 | 2,240 | 52 |
The first two columns provide estimates of forest loss (in square kilometers) in the treated region following the intervention and loss in the synthetic control region. P values and confidence intervals are calculated from a standard normal sampling distribution and Taylor series linearization. A permuted P value and CI were calculated using 500 permuted “placebo” treatment groups to satisfy a more robust set of assumptions and generate a more conservative estimate of the sampling distribution [Robbins et al. (21)]. In both cases, the CIs do not contain 0, and based on a lower-tailed, one-sided hypothesis test, the null hypothesis that there is no intervention effect is rejected [Robbins et al. (21)].
Fig. 2.Climate impacts. (A) As the number of adult men (age 19 or older) who report logging as a primary livelihood declined between 2007 and 2017 based on survey data (Inset), a synthetic controls analysis using remotely sensed earth observation data on forest change verified that forest loss rates in Gunung Palung National Park (green solid line, GPNP, the intervention park) were significantly lower than a synthetic control from which the counterfactual (black dashed line) for forest loss after the onset and ramp up of the intervention in GPNP (red vertical dashed line) was estimated. (B) The difference between forest loss in GPNP (green) and the 500 “placebo” synthetic control treatments (gray) made up of random permutations of the sampling units—the dotted black line on the x axis represents no difference between treatment and placebo groups. (C) Forest loss rates were converted to estimates of aboveground carbon biomass preserved, using average tree height calculated from a publicly available LiDAR-derived dataset and locally calibrated wood density equations (see for details). (D) Quantitative outcomes showing a dose–response in forest loss rates in GPNP to intervention effort: Engagement (see for details) was binned into low-, medium-, and high-engagement categories based on person-contacts across many intervention activities in each village, for 36 villages bordering GPNP with signed MOUs; changes in average forest loss rates (±1 SE) from the 5-y interval before the intervention (2002 to 2006) to the last 5 y of the intervention (2013 to 2017). •P < 0.10; ***P < 0.001; N.S., not significant.
Fig. 3.Health impacts. (A) Individual visitation frequency (Left, average visits/patient to the health clinic during the study period) and health care use (Right, the percentage of the district population that were recorded at least once during the study period as patients at the clinic), among patients from districts that signed an MOU and thus received discounts on care, and those that did not; partial responses to MOU status are shown after controlling for distance effects (travel time to the clinic). (B) Change in odds of disease diagnoses from clinic patient records (presented as odds ratios for MOU and non-MOU patient populations [controlling for distance effects], comparing odds of diagnosis in 2008 to 2009 vs. 2017 to 2018 with 95% CIs; ). (C) Change in primary livelihoods including self-reported logging (proportion of households, 95% CIs) from 2007 to 2017. (D) Change in reported perceptions of neighborhood wealth (Left, where most responses are “average” in medium pink, versus "poor" in light pink, and "wealthy" in dark pink) and mean purchasing power parity (PPP)-adjusted household monthly incomes (Right), as reported from household surveys at 5- and 10-y follow-up periods (2012 vs. 2017). N.S., not significant; ***P < 0.001.
Dose–response of forest change to the intervention: Results of a generalized linear mixed-effects regression of forest loss within GPNP over time and the effect of engagement level of each village with the intervention’s programs and activities (see , for details on engagement activities and quantification of engagement levels)
| Log-odds | CI | ||
| Intercept | −0.12 | −8.40–8.16 | 0.977 |
| Population | −0.47 | −1.15–0.20 | 0.171 |
| Forest lost outside | 0.11 | 0.09–0.12 | |
| Average elevation | −1.83 | −3.31 – −0.36 | |
| Average slope | 1.7 | −0.68–4.08 | 0.162 |
| Distance to nearest river | 0.47 | −0.48–1.42 | 0.335 |
| Distance to nearest road | −0.12 | −1.00–0.76 | 0.792 |
| Distance to park edge | 0.03 | −0.60–0.65 | 0.936 |
| Medium engagement | −0.02 | −0.88–0.83 | 0.955 |
| High engagement | 0.80 | −0.14–1.74 | 0.096 |
| Year | 0.34 | 0.32–0.35 | |
| Interaction terms estimating engagement effect | |||
| Medium engagement*year | −0.01 | −0.03–0.01 | 0.456 |
| High engagement*year | −0.85 | −0.88 – −0.83 | |
| Random effects | |||
| | 3.29 | ||
| | 0.83 | ||
| Marginal | 0.134 | ||
| Conditional | 0.308 | ||
| No. obs. | 108 obs. | ||
| 36 villages | |||
Log-odds are presented for centered and scaled predictors. The effect of interest is the interaction of engagement level with year, with log-odds estimates representing the outcome in villages with that engagement level compared to outcomes in low-engaged villages (as a comparison group). Coefficients can be backtransformed to the response scale using a logit link function. Bolded P values represent statistically significant factors.