1. Introduction
The normal functioning of the global earth system has been altered in recent years by the abrupt and systematic changes of its various components [
1,
2]. The impacts of the current anthropic activities on the earth system are multiple and widespread. Land Use/Land Cover (LULC) change is a reliable indicator of the combined impacts of climate and anthropic activities on the Earth system [
3,
4]. The severe drought of the 1970s and the 1980s in Africa is a classic example of how climate and anthropic activities may threaten natural vegetation growth, water bodies and other natural resources with subsequent impacts on food security, economic livelihood and social wellbeing of the people [
5,
6,
7,
8].
Primarily, the investigations into the complex interactions between human and the LULC system are often centered on understanding the patterns and processes of LULC changes at different spatial-temporal scales. Such investigations are necessary to understand the mechanism of change and serve as a major pathway to predict the possible rate of change in the future. They are also useful for developing and implementing policies in response to changes at different spatial scales [
9].
In LULC change analysis, it is important to understand whether the detected changes are related to large fractional abundance or size of the categories at the initial period or to understand whether transitions are more likely for a particular category [
9,
10,
11]. Supposing the changes in a given category are non-uniform (systematic), it is crucial to understand how the area covered by a category (i.e. its size), the rate of change, and the gross losses and gains of that category vary over time. Aldwaik and Pontius Jr.[
9] defined the ratio of change size over the size of the total area where the change occurred as the “change intensity”.
According to Pontius Jr. et al. [
12] and Braimoh [
11], even a massive transition between the dominant LULC classes in a landscape is likely to be a random process of change, i.e., for example, the gaining LULC categories may replace the losing categories proportionally to the initial abundance. Any deviation from these random processes of change is defined as systematic transitions. Systematic LULC transitions are such that a given LULC category preferentially avoids or targets some specific and unique developmental LULC categories for transitions. Understanding these mechanisms may offer useful information about the active and dormant categories, i.e., categories with change intensities above or below the uniform intensity line respectively. The information about the “dormant” and “active” transitions is useful to characterize spatial patterns and processes in the LULC transitions [
9]. The characterization of these signals is critical for land managers to target management interventions towards actively changing LULC categories, instead of focusing on complex dynamic processes that may be cost intensive. This is crucial in a resource constrained countries as in the case of West Africa [
9,
13,
14,
15,
16,
17,
18,
19,
20].
Basically, “dormant” transition means that the changes observed for a given category e.g., natural vegetation was less than expected based on the initial size. Whilst “active” transition means the changes observed for e.g., natural vegetation were more than the expected changes based on the initial size [
9]. In addition, when the ultimate goal of LULC transitions analysis is to model the underlying drivers, it is crucial to understand whether the pattern and processes leading to the observed transitions are stationary across time and space. Essentially, the stationarity here means that the detected pattern of change at one time interval is the same as the pattern of change in a different time interval [
21]. Aldwaik and Pontius Jr. [
9] defined stationarity to mean that the intensity of a category’s gain/loss is either greater or less than the uniform line for all intervals. Here, if the intensities for all the time intervals reside on one side, i.e., either above or below the uniform intensity line, then the change is considered as stationary.
Despite the growing number of LULC change analyses at different spatial scales in West Africa and the entire continent at large, there are still gaps in the initial characterization of the change process [
22,
23,
24]. Thus, issues such as variation in the change pattern at different moments in time, among the categories, and across the different transitions remained unanswered. Understanding how the intensity of a category’s transitions varies across the other categories is of a paramount importance in land use change management, as large transitions do not necessarily mean that the landscape systematically changed to require LULC change management interventions [
9].
Detailed analyses of spatial patterns from a transition matrix produced from a cross tabulation of two or more LULC maps at a given moment is required to characterize the spatial pattern and processes within and across the categories to interpret the temporal changes. A transition matrix contains vast information that can be useful if properly mined. It forms the basis of many LULC change analyses. The logic of it will be illustrated in detail in the methodology section, while other literature provides a broad background [
25,
26,
27,
28,
29]. According to Aldwaik and Pontius Jr. (2012) [
9], some important signals such as systematic and random transitions or uniform processes at different points in time cannot be captured by a simple direct comparison of the entries in the transition matrix but in- depth analysis of these matrices can unravel the key change processes [
22,
23,
24].
Based on the entries in a transition matrix, Pontius Jr. et al. [
12] proposed a method to analyze LULC transitions with respect to the size of the LULC categories to identify systematic signals of transitions. This approach has been advanced by Aldwaik and Pontius Jr. [
9] to offer an accounting framework (“intensity analysis”) for linking the detected LULC patterns with the underlying processes that cause the transitions and to understand environmental change in different time intervals. The intensity analysis approach by Aldwaik and Pontius Jr. [
9] analyzes LULC transitions at three levels, i.e., interval (examines the variation in changes between different periods), category (examines variation in changes between different LULC categories) and transition (examines variation in changes between different LULC transitions). Thus, at the interval level, the total change in each time interval is analyzed to examine how the size and annual rate of change vary across time intervals. The category level measures how the size and intensity of both gross losses and gross gains vary across space. The transition level examines a particular transition to understand how the size and intensity of the transition varies among categories available for that transition. This level of analysis can pinpoint the categories that are intensively avoided or targeted for a transition when a given category loses or gains.
The major strength of the intensity analysis approach is that it makes transitions at different points in time comparable by taking into account the duration of the intervals. This approach can provide a simple explanation of differences in magnitude of a specific transition, e.g., natural vegetation to cropland, in two or more time intervals. In addition, in some instances, detected LULC transitions may be affected by errors in the datasets, especially if the magnitude of the error is greater than the detected transition. Intensity analysis concept addresses this major issue by estimating an error matrix along with the intensity of the LULC transitions [
15,
30].
The intensity analysis technique facilitates also the detection of stable transitions, i.e., stationarity of the changes over the time intervals, across categories and among transitions. Intensity analysis reveals information that gives the foundation to interpret correctly the estimated transitions. Intensity analysis links LULC patterns and processes with underlying drivers and helps to understand the mechanisms of change. This is necessary in examining the complex interaction between human activities and the environment at different levels of spatial aggregations [
31,
32,
33].
Apart from the research gaps in characterizing the long-term patterns and processes of LULC Change in Africa, other challenges in the study of LULC change and the driving mechanisms in Africa are the lack of synthesis assessment, the deficiency of long term and finer resolution monitoring datasets and the inadequate focus on the dynamic process [
34]. Although, an array of studies on LULC change have been conducted at different scales in the past decades, inconsistent conclusions often appeared in different studies which can be attributed to data gaps, shortage of integrated investigations and assessment over the whole region [
35].
However, the classification accuracy and the inconsistency between different products hinder the spatially explicit monitoring of the patterns and processes underlying LULC change in Africa. The existing LULC products are usually at relatively low spatial resolution (300-2000m) and insufficient for detailed analysis of past and present patterns and processes in LULC change over the continent [
39]. Some high spatial resolution LULC datasets are available but are not up to date, i.e., they are limited to specific regions and periods (e.g., European Space Agency (ESA) 20m) and hence can partly capture the LULC dynamics on the continent.
The Landsat series satellite imagery provide continuous global observations with a spatial resolution at 30m since 1980s, which is valuable for studying the patterns and processes, i.e., spatiotemporal configuration of LULC change over the African continent [
40,
41]. Comprehensive LULC monitoring is prerequisite for understanding the driving mechanisms and environmental impact. To conduct long-term LULC research, it is essential to produce LULC products at regular intervals [
37,
38]. Here, we used updated finer resolution LULC maps developed from synergistic fusion of historical Landsat imageries, existing multi-source LULC data and very high resolutions satellite imagery in google earth engine cloud computing platform to characterize the patterns and process in the past and present LULC change from 1990 to 2020 in West Africa
The specific aims of the research were to apply the intensity analysis framework by Aldwaik and Pontius Jr. (2012) [
9] to:
- 1)
Identify the time intervals with the slowest and fastest annual rate of change.
- 2)
Identify the LULC categories that were relatively dormant or active in a given interval, i.e., to examine the LULC categories that gained/lost more or less than expected.
- 3)
Examine the LULC categories that were avoided or targeted by a given LULC category for a transition in a given interval.
We detected LULC changes in three intervals (1990-2000, 2000-2010 and 2010-2020). Further, we estimated and compared the variability of the rate of change by category and the temporal variability of gains and losses in these periods.
5. Conclusion
This study bridged the LULC data gaps by fusing useful information from existing multi-source LULC data with the information from very high-resolution data in GEE cloud-computing platform.This reduced the discrepancies in theLULC datasets and improved on their accuracies. The study is the first attempt to use long term and up to date finer resolution (30m) LULC data in a synergistic approach for LULC change analysis in West Africa. We analyzed the spatial patterns and processes in LULC categories on the landscape of West Africa by using historical LULC data and unified intensity analysis framework at three levels, i.e., interval, category and transition. We detected faster annual rate of transitions in 1990–2000 and 2010–2020 and linked with the severe drought of the 1970s and the 1980s and intensive human activities in recent year. Like the previous LULC transition analysis on the sub-continent, we found simultaneous losses and gains of the LULC categories, which indicate spatial reallocation of the categories. In the case of cropland, both the active loses and gains are a cause of policy concern as the massive gains threaten conservation of natural vegetation whilst the loses as a result of encroachment by the settlement category may threaten the food security of the growing and vulnerable population.
The analysis at the transition level highlighted the dormancy of shrubland and grassland in losing despite being targeted for transition by the actively gaining categories such as cropland. Introduction of some LULC change management policies (REDD+, Farmer Managed Natural Regenerative Initiative and so forth) in the sub-continent might have slowed down loss of rangeland (shrubland and grassland). The net gains in shrubland and grassland (re-greening) were due in part to replanting and on the other hand, degradation of forestland as we observed massive replacement of forestland by shrubland and grassland. We also observed encroachment of the settlement, cropland, water bodies and wetland categories on forestland, which indicate deforestation. Deforestation is often associated with fires that release large amounts of carbon dioxide (CO2) into the atmosphere that may further hinder climate change mitigation on the continent. Additional effort is therefore required to curb forest degradation and deforestation on the sub-continent despite the relative gains of rangeland we observed on this landscape. Geo-spatial land planning and buffer zones are urgently needed to protect pristine forest and other natural resources on the continent.
The results suggest that the LULC transitions in West Africa were not only due to the larger fractional abundance of some categories at the beginning of the transition but also due to systematic targeting by actively gaining LULC categories. Our results indicated that LULC changes on the landscape of West Africa are both systematic, i.e., under the influence of human and random, i.e., driven by natural factors depending on the type of transition.
The study highlighted important signals in the pattern of the LULC transitions and may serve as a foundation to link the observed pattern with explanatory variables to understand the processes underlying the intensive gains of settlements. The current transitions may greatly affect biodiversity, carbon stock enhancement, and food security of the people. Agroforestry, community led land rejuvenation activities, alternative livelihoods and diversification of income may present good opportunities to protect the environment and reduce the susceptibility of the human system to shock. The intensity analysis served as a basis to focus LULC management interventions towards the actively changing categories, e.g., settlements and cropland expansions instead of focusing on the entire dynamic processes that may be cost intensive. The study is the first LULC change analysis to document consistent net relative gains (re-greening) in rangeland in West Africa from 1990 to 2020.
Figure 1.
Land Use Land Cover (LULC) maps in: (a) 1990 and (b) 2020 showing the extent of the study area (West Africa) and spatial distribution of the various LULC categories. The area demarcated with brown outline is the extent of the Sahel/arid eco-region. .
Figure 1.
Land Use Land Cover (LULC) maps in: (a) 1990 and (b) 2020 showing the extent of the study area (West Africa) and spatial distribution of the various LULC categories. The area demarcated with brown outline is the extent of the Sahel/arid eco-region. .
Figure 2.
Time intensity analysis for three time intervals: 1990–2000 and 2000–2010, 2010–2020 . Annual change intensities expressed as % per annum within each time interval respectively for West Africa.
Figure 2.
Time intensity analysis for three time intervals: 1990–2000 and 2000–2010, 2010–2020 . Annual change intensities expressed as % per annum within each time interval respectively for West Africa.
Figure 3.
Category annual intensities of gross gains and losses for 1990–2000 (a), 2000–2010 (b) and 2010–2020 (c) in West Africa. The two vertical dashed lines passing through the Figures illustrate the uniform line for each time-interval at the category intensity level.
Figure 3.
Category annual intensities of gross gains and losses for 1990–2000 (a), 2000–2010 (b) and 2010–2020 (c) in West Africa. The two vertical dashed lines passing through the Figures illustrate the uniform line for each time-interval at the category intensity level.
Figure 4.
Category intensities of gross gains and losses for 1990–2000 (a), 2000–2010 (b), 2010–2020(c), and 1990–2020 (d) in West Africa. The two vertical dashed lines passing through the bars illustrate th uniform line for each time interval.
Figure 4.
Category intensities of gross gains and losses for 1990–2000 (a), 2000–2010 (b), 2010–2020(c), and 1990–2020 (d) in West Africa. The two vertical dashed lines passing through the bars illustrate th uniform line for each time interval.
Figure 5.
Land Use Land Cover Change Map of West Africa showing geo-spatial locations of natural vegetation (shrubland, grassland and forestland) gains during the period of 1990–2020. The new growth excludes intra categorical transitions between the natural vegetation groups, e.g., shrubland gains from forestland, grassland gains from forestland, shrubland gains from grassland, and vice versa.
Figure 5.
Land Use Land Cover Change Map of West Africa showing geo-spatial locations of natural vegetation (shrubland, grassland and forestland) gains during the period of 1990–2020. The new growth excludes intra categorical transitions between the natural vegetation groups, e.g., shrubland gains from forestland, grassland gains from forestland, shrubland gains from grassland, and vice versa.
Figure 6.
Concurrent gains and losses of the LULC categories in West Africa in 1990–2000 (a), 2000–2010 (b), and (2010–2020) (c) and 1990–2020 (d). The rows are the initial categories and the columns are the subsequent categories. The bars represent the amount of LULC transitions in terms of area extent from the initial time point to the final time point at each interval for each LULC category. When a category gains more than losses for a given period, then the net change (quantity) is positive (net gain), and vice versa.
Figure 6.
Concurrent gains and losses of the LULC categories in West Africa in 1990–2000 (a), 2000–2010 (b), and (2010–2020) (c) and 1990–2020 (d). The rows are the initial categories and the columns are the subsequent categories. The bars represent the amount of LULC transitions in terms of area extent from the initial time point to the final time point at each interval for each LULC category. When a category gains more than losses for a given period, then the net change (quantity) is positive (net gain), and vice versa.
Figure 7.
Annual transition intensities of shrubland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 7.
Annual transition intensities of shrubland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 8.
Annual transition intensities of grassland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 8.
Annual transition intensities of grassland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 9.
Annual transition intensities of settlement gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 9.
Annual transition intensities of settlement gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 10.
Annual transition intensities of cropland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Figure 10.
Annual transition intensities of cropland gains. The Sub-Figures a, b, c represent annual transition intensities in 1990–2000, 2000–2010, 2010–2020 respectively. The bars that extend above and below the uniform intensity line indicate intensive and dormant systematic transitions respectively. The bars ending at the uniform line indicate random transition.
Table 1.
Classification schemes crosswalk strategies [
43].
Table 1.
Classification schemes crosswalk strategies [
43].
FROM GLC |
ESA-CCI |
Cropland |
Rainfed cropland, irrigated/post-flooding cropland |
|
Mosaic cropland (>50%)/natural vegetation (tree, shrub, herbaceous cover), |
|
Mosaic cropland/natural vegetation (tree, shrub, herbaceous cover) (>50%) |
|
|
Forest |
Tree cover, broadleaved, deciduous, closed to open (>15%), |
|
Tree cover, needle leaved, evergreen, closed to open (>15%), |
|
Tree cover, needle leaved, deciduous, closed to open (>15%), |
|
Tree cover, mixed leaf type (broadleaved and needle leaved), |
|
Mosaic tree and shrub (>50%)/herbaceous cover |
|
|
Grassland |
Mosaic tree and shrub/herbaceous cover (>50%), grassland, |
|
|
Shrubland |
Shrubland |
|
|
Wetland |
Tree cover flooded with fresh/ brackish water/saline, |
|
|
|
Shrub or herbaceous cover flooded with fresh/saline/brackish water |
|
|
Water |
Water bodies |
|
|
Impervious surface |
Urban areas/Settlements |
|
|
Bare land |
Sparse vegetation (tree, shrub, herbaceous cover) (<15%), Bare areas |
Table 2.
The Transition matrix from cross-tabulation of Land Use Land Cover (LULC) maps from 1990 to 2020 at a decadal interval (1990 –2000, 2000–2010, 2010–2020).
Table 2.
The Transition matrix from cross-tabulation of Land Use Land Cover (LULC) maps from 1990 to 2020 at a decadal interval (1990 –2000, 2000–2010, 2010–2020).
|
Areas (km2) |
LULC Categories |
Cropland |
Forestland |
Grassland |
Shrubland |
Wetland |
Water |
Settlement |
Bareland |
Period (1990–2000) |
|
|
|
|
|
|
|
|
Cropland |
683079.7 |
11425.1 |
35915.9 |
49784.1 |
78.5 |
318.7 |
2077.3 |
447.8 |
Forestland |
11912.5 |
871949.0 |
10700.1 |
43885.1 |
266.2 |
592.7 |
118.1 |
40.3 |
Grassland |
38283.2 |
10058.5 |
1701829.6 |
41800.1 |
230.3 |
998.7 |
1099.8 |
18927.6 |
Shrubland |
40121.7 |
38255.9 |
35852.0 |
1760458.1 |
38.6 |
95.1 |
94.9 |
847.4 |
Wetland |
71.3 |
266.4 |
236.2 |
32.1 |
2639.0 |
304.7 |
3.4 |
5.8 |
Water |
274.2 |
499.2 |
571.4 |
38.9 |
216.0 |
30011.8 |
6.3 |
27.2 |
Settlement |
183.1 |
12.0 |
186.4 |
15.0 |
0.8 |
2.2 |
2892.9 |
32.8 |
Bareland |
2375.1 |
55.2 |
40396.0 |
3594.0 |
25.0 |
149.3 |
172.8 |
1533969.7 |
Period (2000–2010) |
|
|
|
|
|
|
|
|
Cropland |
766466.1 |
1626.2 |
1139.2 |
5778.0 |
8.6 |
110.6 |
1179.4 |
12.0 |
Forestland |
12584.7 |
886525.1 |
7709.2 |
25592.9 |
11.6 |
79.6 |
92.2 |
31.5 |
Grassland |
7814.3 |
550.0 |
1800830.4 |
15678.6 |
7.3 |
91.9 |
651.1 |
93.6 |
Shrubland |
1689.9 |
688.6 |
874.0 |
1896309.1 |
3.1 |
17.9 |
26.8 |
6.1 |
Wetland |
57.3 |
136.6 |
88.5 |
81.5 |
3107.2 |
25.5 |
3.0 |
0.1 |
Water |
24.5 |
15.6 |
369.6 |
13.4 |
12.8 |
32104.8 |
1.1 |
3.1 |
Settlement |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
6469.4 |
0.0 |
Bareland |
2652.8 |
27.6 |
33754.7 |
3438.4 |
11.0 |
85.0 |
314.2 |
1514015.4 |
Period (2010–2020)) |
|
|
|
|
|
|
|
|
Cropland |
684571.6 |
5625.1 |
36765.2 |
43704.5 |
59.2 |
221.4 |
20149.2 |
174.8 |
Forestland |
35172.1 |
758458.0 |
21447.7 |
73246.4 |
214.2 |
564.6 |
357.1 |
4.2 |
Grassland |
36678.5 |
6528.8 |
1742692.8 |
35766.6 |
216.0 |
737.1 |
4029.5 |
18086.8 |
Shrubland |
45865.7 |
31791.0 |
34090.9 |
1833569.1 |
14.6 |
40.5 |
1133.7 |
377.8 |
Wetland |
61.2 |
252.22 |
264.9 |
16.3 |
2277.7 |
269.2 |
15.0 |
0.8 |
Water |
276.1 |
503.0 |
801.6 |
43.8 |
332.3 |
30387.6 |
75.4 |
23.3 |
Settlement |
55.7 |
3.5 |
341.6 |
14.3 |
0.6 |
7.6 |
8301.5 |
7.1 |
Bareland |
509.5 |
0.8 |
29709.5 |
1067.0 |
6.0 |
47.7 |
523.9 |
1482297.0 |
Table 3.
Mathematical notations in the intensity analysis equations in
Table 4 below [
9,
15].
Table 3.
Mathematical notations in the intensity analysis equations in
Table 4 below [
9,
15].
Table 4.
Mathematical equations for the intensity analysis [
9,
15].
Table 4.
Mathematical equations for the intensity analysis [
9,
15].
Table 5.
The relative net change for the Land Use Land Cover (LULC) categories during 1990–2000, 2000–2010, 2010–2020 and 1990–2020 in West Africa.
Table 5.
The relative net change for the Land Use Land Cover (LULC) categories during 1990–2000, 2000–2010, 2010–2020 and 1990–2020 in West Africa.
Period |
1990-2000 |
|
2000-2010 |
2010-2020 |
1990-2020 |
LULC Category |
Net Change (%) |
|
Net Change (%) |
Net Change (%) |
Net Change (%) |
Cropland |
-0.87 |
|
1.89 |
1.48 |
2.50 |
Forestland |
-0.74 |
|
-4.62 |
-9.70 |
-14.51 |
Grassland |
0.68 |
|
1.03 |
1.15 |
2.83 |
Shrubland |
1.26 |
|
2.43 |
2.04 |
5.62 |
Wetland |
-1.81 |
|
-9.65 |
-1.16 |
-12.33 |
Water |
2.55 |
|
-0.09 |
-0.52 |
1.95 |
Settlement |
48.57 |
|
25.96 |
74.75 |
90.39 |
Bareland |
-1.67 |
|
-2.58 |
-0.87 |
-5.05 |