The calculation of the costs of land degradation includes the total economic values (TEV) of all ecosystem services, both direct use and indirect use ecosystem services. The costs and benefits of land restoration activities are calculated by their net present value (NPV) in year t for the land users planning horizon T:
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)
If land users do not undertake land restoration, the NPV is given by
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The benefit of land restoration is given by:
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)
As the first step, the cost-benefit analysis focuses on LULC changes, as measured by the MODIS Land Cover Type Product (MCD12Q1) global maps of land use and cover at 500-m spatial resolution19, that have occurred each year between 2001 and 2018, for the evaluation of LULC trends, and their associated costs and benefits in the Sahel region. Analytically, this would mean calculating (4) below. For example, when a forest is cut down and turned into a cropland, this would mean lower values of ecosystem services because forests usually provide higher TEV of ecosystem services than croplands.
Following the recent IPCC Special report on Climate Change and Land, land degradation is defined here as “a negative trend in land condition, caused by direct or indirect human-induced processes, expressed as long-term reduction or loss of at least one of the following: biological productivity, ecological integrity or value to humans”20.
Hence, by definition of land degradation, P1 >P2.
This means, LULC that leads to higher TEV, i.e. when P1 < P2, is not regarded as land degradation but rather as land improvement. The analysis of LULC trends differentiates between seven biomes, based on their International Geosphere-Biosphere Programme (IGBP) definitions: forests, woodlands, shrublands, grassland, cropland, wetland and bare land (Supplementary material 7).
Secondly, the costs of land restoration activities are comprised of establishment costs for restoring the degraded biomes, maintenance costs, as well as the opportunity costs of the lower value biome which is being replaced by the higher value biome (Table S2.4). There is one exception in the analysis when the opportunity costs are omitted in the case of planting forest in woodlands and shrublands, since it is unlikely that remaining trees and shrubs are cut down before a new forest is planted. On the contrary, these remaining trees and shrubs in woodlands and shrublands are likely to be kept and continue providing their ecosystem services.
This study tracked the outcomes of the land restoration activities during the full establishment period (modelled to vary by biome, see Supplementary material 8), after a 5-year period, after a 10-year period, and after a 30-year period. We have also checked the sensitivity of the results for different assumptions on the discount rate, by running the analysis at the discount rates of 2%, 5%, and 10% for the establishment period scenario. Moreover, once restoration activities are done, the newly established higher value biome will not reach its full potential right away, but will take some time to reach its maturity. For this reason, for restored forests, woodlands, shrublands, and wetlands, a staggered time period was introduced during which they will gradually reach their full ecosystem potential. For other biomes, namely, croplands and grasslands, we estimated that they will reach their full potential in one year after restoration (Supplementary material 8). The information on the survival rates of planted trees and grasses from currently ongoing GGW activities was used to calibrate the amount of generated ecosystem benefits from land restoration activities8. Climate change is expected to alter survival rates of planted trees and grasses, hence, projected variations in survival rates under climate change are used as the means to assess the impact of climate change on land restoration activities. Moreover, climate change is projected to reduce crop yields across the Sahel region, thus also reducing the net profitability of crop production, which is incorporated into the assessment (cf. Scenarios explained earlier). Biome-specific estimation parameters for land restoration activities are given in Supplementary material 8.
Data
Land Use and Land Cover (LULC)
The MODIS Land Cover Type Product (MCD12Q1, here referred to as Modis500 LULC) global maps of land use and cover at 500-m spatial resolution19 are used as the source for the LULC data. Modis500 LULC provides global land cover types at annual intervals (2001-2018). Modis500 LULC is derived using supervised classifications of MODIS Terra and Aqua reflectance data. The supervised classifications then undergo additional post-processing that incorporate prior knowledge and ancillary information to further refine specific classes. The definition of each LULC is given in Supplementary material 7. Modis500 LULC captures several types of forests, namely: evergreen needleleaf forests, evergreen broadleaf forests, deciduous needleleaf forests, deciduous broadleaf forests, mixed forests. In this analysis, these forest types were combined together under single forest category. Similarly, Modis500 LULC has croplands category as well as cropland/natural vegetation mosaics, defined as “mosaics of small-scale cultivation 40-60% with natural tree, shrub, or herbaceous vegetation”. Both of these sub-categories were combined together under single cropland category.
In estimating the costs of land degradation, annual LULC data for all of the 18 years between 2001 and 2018 were analyzed to get a more precise information about year-to-year changes in the total economic value of biomes and associated losses and gains. For the analysis of costs of action, two time periods were considered: 2001 (baseline) and 2018 (end line). The “costs of action” analysis thus provides information about costs and benefits of restoring lands degraded by 2018 to their previous un-degraded state in 2001.
Economic values of ecosystem services
Many previous studies assessing the values of land ecosystem services relied on the economics of ecosystems and biodiversity (TEEB) database (http://teebweb.org/) for their assessments 22,4. The underlying data in this database was compiled from publications produced more than a decade or two ago and contains only a few observations from the Sahel region. These TEEB values of ecosystem services in the region are not enough for a detailed analysis. We conducted a thorough review of all available data from literature published on the values of ecosystem services specifically from the Sahelian countries since the TEEB database compilation. We have also compiled the values of ecosystem services conducted in countries immediately neighboring the Sahel region. Since it is not possible to derive individual ecosystem values for each pixel of the analysis, we used the benefit-transfer approach to assign economic values to ecosystem services in those settings in the Sahel with missing data by using ecosystem values from other locations in the Sahel and in their neighborhood. The Sahelian countries are very similar to each other in terms of income per capita, reliance on agriculture, overall price levels, especially compared to the rest of the world, hence, such benefit transfer is both the only possible approach for ecosystem valuation at the regional level in Sahel, and also justified due to these similarities. Naturally, having pixel-specific values would have been preferable, but currently, there is no such granular information available for Sahel or any other region of the world. A total of about 600 valuation data points were collected for the GGW countries and applied in this current analysis. The full list of 165 papers from which these ecosystem values were derived is given in Supplementary material 9.
The availability of the data on net production value of croplands by country and by year at the FAOSTAT (http://www.fao.org/faostat/en/) enables us to have more precise year and country specific economic net values of what one hectare of cropland in each country was producing during each of the analyzed years. Therefore, the net values of croplands from FAOSTAT were divided by the extent of cropped areas in each country/year to get per hectare values, which were then used in the analysis providing more country-year specific granularity for cropland values. However, these values of provisioning services produced by croplands do not take into account the value of non-provisioning ecosystem services provided by croplands. These values for non-provisioning services by croplands were collected from the literature and added to those values of provisioning services obtained from FAOSTAT.
Costs of land restoration actions
The data on the costs of land restoration actions were similarly collected from existing databases and publications, particularly: WOCAT (https://www.wocat.net/en/), TerrAfrica, World Bank SLM sourcebook23, Economics of land degradation (ELD) database24, FAO publication on Global guidelines for the restoration of degraded forests and landscapes in drylands25. The average values for these costs of land restoration activities used in the analysis are given in the Supplementary material 2.