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| Encroachment of Invasive Alien Species (IAS) is a globally common phenomenon and often has detrimental effects on rural households in developing countries. Ethiopia in particular is affected by invasion of several species of ''Prosopis spp.''– predominantly ''P. juliflora'' – that have been growing out of control for already more than a decade[[#_edn2|[2]]]. The ecological consequences of this woody species encroachment have been devastating since rangeland areas are degraded and forage grass productivity has declined drastically as a result[[#_edn3|[3]]]. Besides impacts on the social fabric and rural livelihood systems, consequences also entail land degradation, which strongly influences the regional and national economic performance. So far, the economics of land degradation have mainly focused on general aspects such as soil erosion, salinisation or land use changes[[#_edn4|[4]]]. | | Encroachment of Invasive Alien Species (IAS) is a globally common phenomenon and often has detrimental effects on rural households in developing countries. Ethiopia in particular is affected by invasion of several species of ''Prosopis spp.''– predominantly ''P. juliflora'' – that have been growing out of control for already more than a decade[[#_edn2|[2]]]. The ecological consequences of this woody species encroachment have been devastating since rangeland areas are degraded and forage grass productivity has declined drastically as a result[[#_edn3|[3]]]. Besides impacts on the social fabric and rural livelihood systems, consequences also entail land degradation, which strongly influences the regional and national economic performance. So far, the economics of land degradation have mainly focused on general aspects such as soil erosion, salinisation or land use changes[[#_edn4|[4]]]. |
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<br/> |
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− | ====== Fig. 1: Sites providing natural conditions conducive for ''P. juliflora'' in Ethiopia[[#_edn8|[8]]]<br/> ======
| + | Fig. 1: Sites providing natural conditions conducive for ''P. juliflora'' in Ethiopia[[#_edn8|[8]]]<br/> |
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| + | <br/> |
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| <br/> | | <br/> |
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| ====== Fig. 2: Expansion of ''Prosopis'' within Baadu area, Afar Region, from 1986 – 2007[[#_edn13|[13]]]<br/> ====== | | ====== Fig. 2: Expansion of ''Prosopis'' within Baadu area, Afar Region, from 1986 – 2007[[#_edn13|[13]]]<br/> ====== |
| ''Prosopis'' was introduced in the Afar Region in the early 1980s by the Ministry of Agriculture[[#_edn14|[14]]]. Its original purpose was to combat desertification around the large state-owned irrigated farms along the Awash River.[[#_edn15|[15]]] It began to spread invasively during the 1990s. A consecutive land use and land cover mapping based on digital satellite image classification gives reason to assume that the spreading of ''Prosopis'' coincides with the collapse of water control and irrigation systems after the overthrow of the socialist Derg regime.[[#_edn16|[16]]] Water, and especially the availability of subsurface ground water, is obviously one of the drivers of the invasion of ''Prosopis''.<br/> | | ''Prosopis'' was introduced in the Afar Region in the early 1980s by the Ministry of Agriculture[[#_edn14|[14]]]. Its original purpose was to combat desertification around the large state-owned irrigated farms along the Awash River.[[#_edn15|[15]]] It began to spread invasively during the 1990s. A consecutive land use and land cover mapping based on digital satellite image classification gives reason to assume that the spreading of ''Prosopis'' coincides with the collapse of water control and irrigation systems after the overthrow of the socialist Derg regime.[[#_edn16|[16]]] Water, and especially the availability of subsurface ground water, is obviously one of the drivers of the invasion of ''Prosopis''.<br/> |
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| + | <br/> |
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| <br/> | | <br/> |
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| Table 1 shows in a comprised manner some results of research that has been carried out on the issue of ''Prosopis ''tackling the practical impact management. | | Table 1 shows in a comprised manner some results of research that has been carried out on the issue of ''Prosopis ''tackling the practical impact management. |
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| + | <br/> |
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− | {| width="621" style="width: 621px;" border="1" cellspacing="0" cellpadding="0" | + | |
| + | {| style="width: 621px;" border="1" cellspacing="0" cellpadding="0" |
| |- | | |- |
| | style="width: 116px;" | '''Who''' | | | style="width: 116px;" | '''Who''' |
− |
| |
| | style="width: 58px;" | '''When''' | | | style="width: 58px;" | '''When''' |
− |
| |
| | style="width: 208px;" | '''What''' | | | style="width: 208px;" | '''What''' |
− |
| |
| | style="width: 98px;" | '''Where''' | | | style="width: 98px;" | '''Where''' |
− |
| |
| | style="width: 142px;" | '''Outcome''' | | | style="width: 142px;" | '''Outcome''' |
− |
| |
| |- | | |- |
| | style="width: 116px;" | FAO and government of Niger | | | style="width: 116px;" | FAO and government of Niger |
− |
| |
| | style="width: 58px;" | 2000 – 2002 | | | style="width: 58px;" | 2000 – 2002 |
− | | + | | style="width: 208px;" | Mechanical control: cutting and burningBiological control: bruchid beetles, leaf-tying moths, sap-sucking psyllids |
− | | style="width: 208px;" | Mechanical control: cutting and burning | + | |
− | | + | |
− | Biological control: bruchid beetles, leaf-tying moths, sap-sucking psyllids
| + | |
| | | |
| Integrated Management: Production of ''Prosopis'' flour | | Integrated Management: Production of ''Prosopis'' flour |
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| | style="width: 98px;" | Niger (region of Lake Chad, 300.000 ha affected) | | | style="width: 98px;" | Niger (region of Lake Chad, 300.000 ha affected) |
− |
| |
| | style="width: 142px;" | Mechanical control methods are only applicable in small areas, biological control methods did not succeed, production of ''Prosopis'' flour was well accepted | | | style="width: 142px;" | Mechanical control methods are only applicable in small areas, biological control methods did not succeed, production of ''Prosopis'' flour was well accepted |
− |
| |
| |- | | |- |
| | style="width: 116px;" | RSPB | | | style="width: 116px;" | RSPB |
− |
| |
| | style="width: 58px;" | 2008 | | | style="width: 58px;" | 2008 |
− |
| |
| | style="width: 208px;" | Recommendations for the management of ''Prosopis'': mechanical, chemical, biological control, pasture management | | | style="width: 208px;" | Recommendations for the management of ''Prosopis'': mechanical, chemical, biological control, pasture management |
− |
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| | style="width: 98px;" | Ascension Island | | | style="width: 98px;" | Ascension Island |
− |
| |
| | style="width: 142px;" | Implementation of recommendation is unknown | | | style="width: 142px;" | Implementation of recommendation is unknown |
− |
| |
| |- | | |- |
| | style="width: 116px;" | Farm Africa, EIAR, UNCCD, Embassy of Norway | | | style="width: 116px;" | Farm Africa, EIAR, UNCCD, Embassy of Norway |
− |
| |
| | style="width: 58px;" | 2007 – 2010 | | | style="width: 58px;" | 2007 – 2010 |
− |
| |
| | style="width: 208px;" | Management of ''Prosopis'' in the Afar Region: Uprooting, charcoal production, pod crushing, calculation of costs and benefits | | | style="width: 208px;" | Management of ''Prosopis'' in the Afar Region: Uprooting, charcoal production, pod crushing, calculation of costs and benefits |
− |
| |
| | style="width: 98px;" | Afar Region | | | style="width: 98px;" | Afar Region |
− |
| |
| | style="width: 142px;" | Increased income through integrated management strategies | | | style="width: 142px;" | Increased income through integrated management strategies |
− |
| |
| |- | | |- |
| | style="width: 116px;" | USDA, USAID, US Forest Service | | | style="width: 116px;" | USDA, USAID, US Forest Service |
− |
| |
| | style="width: 58px;" | 2012 | | | style="width: 58px;" | 2012 |
− |
| |
| | style="width: 208px;" | Calculation of removal costs of ''Prosopis'' and investment costs (NPV and IRR) and benefits of cotton production | | | style="width: 208px;" | Calculation of removal costs of ''Prosopis'' and investment costs (NPV and IRR) and benefits of cotton production |
− |
| |
| | style="width: 98px;" | Afar Region | | | style="width: 98px;" | Afar Region |
− |
| |
| | style="width: 142px;" | Investment on cotton production reasonable under particular circumstances | | | style="width: 142px;" | Investment on cotton production reasonable under particular circumstances |
− |
| |
| |- | | |- |
| | style="width: 116px;" | HDRA, DFID, FRP, ARC LNR | | | style="width: 116px;" | HDRA, DFID, FRP, ARC LNR |
− |
| |
| | style="width: 58px;" | 2005 | | | style="width: 58px;" | 2005 |
− |
| |
| | style="width: 208px;" | Cost benefit analysis of integrated management strategies, promotion of agroforestry systems | | | style="width: 208px;" | Cost benefit analysis of integrated management strategies, promotion of agroforestry systems |
− |
| |
| | style="width: 98px;" | South Africa | | | style="width: 98px;" | South Africa |
− |
| |
| | style="width: 142px;" | Unknown | | | style="width: 142px;" | Unknown |
− |
| |
| |} | | |} |
| ====== Table 1: Practical approaches to manage ''Prosopis''<br/> ====== | | ====== Table 1: Practical approaches to manage ''Prosopis''<br/> ====== |
| The reduction in herd sizes has repercussions on the livestock market in Ethiopia. Several factors have determined the low productivity of the livestock market in Ethiopia: civil war and violent conflict with other ethnic groups, disruption of established marketing and export systems by border conflicts with Eritrea, expansion of irrigated agriculture and large farms, poor access to the credit market, insecurity of land tenure, a land tenure system which does not allow any control in community land and recently the encroachment of invasive species, predominantly ''Prosopis'', which are deteriorating the quality and availability of pasture land considerably. Despite sophisticated traditional pasture management systems (splitting herds, migration, sharing resources etc.) the mobile herders are not able to control the invasion to rehabilitate and reuse their traditional grazing land. The market for livestock products and especially meat is growing in the country, especially in urban areas, and Ethiopia aims at increasing its livestock production to supply these markets. It is assumed that in the past, before the invasion of ''Prosopis'', pastoralists in the area could keep larger stocks, increasing both their income and resilience of their livelihood system. | | The reduction in herd sizes has repercussions on the livestock market in Ethiopia. Several factors have determined the low productivity of the livestock market in Ethiopia: civil war and violent conflict with other ethnic groups, disruption of established marketing and export systems by border conflicts with Eritrea, expansion of irrigated agriculture and large farms, poor access to the credit market, insecurity of land tenure, a land tenure system which does not allow any control in community land and recently the encroachment of invasive species, predominantly ''Prosopis'', which are deteriorating the quality and availability of pasture land considerably. Despite sophisticated traditional pasture management systems (splitting herds, migration, sharing resources etc.) the mobile herders are not able to control the invasion to rehabilitate and reuse their traditional grazing land. The market for livestock products and especially meat is growing in the country, especially in urban areas, and Ethiopia aims at increasing its livestock production to supply these markets. It is assumed that in the past, before the invasion of ''Prosopis'', pastoralists in the area could keep larger stocks, increasing both their income and resilience of their livelihood system. |
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| == '''References'''<br/> == | | == '''References'''<br/> == |
| + | [1] D. Geesing, M. Al-Khawlani, M. L. Abba (n. d.): Management of introduced ''Prosopis'' species: can economic exploitation control an invasive species?” URL: [http://www.fao.org/docrep/007/y5507e/y5507e11.htm http://www.fao.org/docrep/007/y5507e/y5507e11.htm] |
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| + | </div><div id="edn2">[[#_ednref2|[2]]]HDRA (2005): Controlling the spread of ''Prosopis ''in Ethiopia by its utilization, URL: [http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf]</div><div id="edn3">[[#_ednref3|[3]]]Wakie, Tewodros; Evangelista, Paul; Laituri, Melinda (2012): “Utilization assessment of Prosopis juliflora in Afar Region, Ethiopia. US Forest Service, USDA Office of International Programs, USAID Pastoral Livelihoods Initiative II Project (PLI II)[3]Angassa, Ayana, Oba, Gufu (2008): Effects of management and time on mechanisms of bush encroachment in southern Ethiopia. In: African Journal of Ecology, Vol. 46, Iss. 2, pp. 186-196. URL: [http://dx.doi.org/10.1111/j.1365-2028.2007.00832.x http://dx.doi.org/10.1111/j.1365-2028.2007.00832.x] and Coppock, David Layne, ed. ''The Borana Plateau of Southern Ethiopia: Synthesis of pastoral research, development, and change, 1980-91''. Vol. 5.ILRI (aka ILCA and ILRAD), 1994. |
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− | [1] D. Geesing, M. Al-Khawlani, M. L. Abba (n. d.): Management of introduced ''Prosopis'' species: can economic exploitation control an invasive species?” URL: http://www.fao.org/docrep/007/y5507e/y5507e11.htm
| + | </div><div id="edn4">[[#_ednref4|[4]]] Gerber, Nicolas (2012): The Economics of Land Degradation and the Cost of Action versus Inaction, ZEF/ IFPRI.</div><div id="edn5">[[#_ednref5|[5]]] Peter Felker (2008): personal communication cited in: Fiona Flintan (2008): Prosopis control and/ or utilization, URL: [http://www.disasterriskreduction.net/fileadmin/user_upload/drought/docs/ELMT_Good_Practice_Bibliography_Prosopis http://www.disasterriskreduction.net/fileadmin/user_upload/drought/docs/ELMT_Good_Practice_Bibliography_Prosopis][2].pdf</div><div id="edn6">[[#_ednref6|[6]]] Ryan, F. (2011): US Forest Service Technical Assistance Trip to Ethiopia: Invasive Species Management: US Forest Service, cited in: Yibekal Abebe Tessema: Ecological and Economic Dimensions of the Paradoxical Invasive Species- Prosopis juliflora and Policy Challenges in Ethiopia. In: Journal of Economics and Sustainable Development, Vol.3, No.8, 2012.</div><div id="edn7">[[#_ednref7|[7]]]Pasiecznik, N.M. et al. (2001): The ''Prosopis juliflora''- ''Prosopis pallida ''Complex: A Monograph, HDRA Coventry UK</div><div id="edn8">[[#_ednref8|[8]]] Wakie, Tewodros; Evangelista, Paul; Laituri, Melinda (2012): Utilization Assessment of ''Prosopis juliflora ''in Afar Region, Ethiopia</div><div id="edn9">[[#_ednref9|[9]]] Central Statistical Agency of Ethiopia (2010)</div><div id="edn10">[[#_ednref10|[10]]] Mengistu, Alemayehu (2006): Country Pasture/Forage Resource Profiles. Ethiopia, FAO.</div><div id="edn11">[[#_ednref11|[11]]] [http://ewnhs.org.et/wp-content/uploads/downloads/2011/03/Biodiversity-Hotspots-of-Ethiopia.pdf http://ewnhs.org.et/wp-content/uploads/downloads/2011/03/Biodiversity-Hotspots-of-Ethiopia.pdf]</div><div id="edn12">[[#_ednref12|[12]]]Abiyot Berhanu and Getachew Tesfaye (2006): “THE ''PROSOPIS ''DILEMMA, IMPACTS ON DRYLANDBIODIVERSITY AND SOME CONTROLLING METHODS“,JOURNAL OF THE DRYLANDS 1(2): 158-164, 2006 |
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− | </div><div id="edn2">[[#_ednref2|[2]]]HDRA (2005): Controlling the spread of ''Prosopis ''in Ethiopia by its utilization, URL: http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf
| + | |
− | | + | |
− | </div><div id="edn3">[[#_ednref3|[3]]]Wakie, Tewodros; Evangelista, Paul; Laituri, Melinda (2012): “Utilization assessment of Prosopis juliflora in Afar Region, Ethiopia. US Forest Service, USDA Office of International Programs, USAID Pastoral Livelihoods Initiative II Project (PLI II)
| + | |
− | | + | |
− | [3]Angassa, Ayana, Oba, Gufu (2008): Effects of management and time on mechanisms of bush encroachment in southern Ethiopia. In: African Journal of Ecology, Vol. 46, Iss. 2, pp. 186-196. URL: http://dx.doi.org/10.1111/j.1365-2028.2007.00832.x and Coppock, David Layne, ed. ''The Borana Plateau of Southern Ethiopia: Synthesis of pastoral research, development, and change, 1980-91''. Vol. 5.ILRI (aka ILCA and ILRAD), 1994.
| + | |
− | | + | |
− | </div><div id="edn4">[[#_ednref4|[4]]] Gerber, Nicolas (2012): The Economics of Land Degradation and the Cost of Action versus Inaction, ZEF/ IFPRI. | + | |
− | | + | |
− | </div><div id="edn5">[[#_ednref5|[5]]] Peter Felker (2008): personal communication cited in: Fiona Flintan (2008): Prosopis control and/ or utilization, URL: http://www.disasterriskreduction.net/fileadmin/user_upload/drought/docs/ELMT_Good_Practice_Bibliography_Prosopis[2].pdf | + | |
− | | + | |
− | </div><div id="edn6">[[#_ednref6|[6]]] Ryan, F. (2011): US Forest Service Technical Assistance Trip to Ethiopia: Invasive Species Management: US Forest Service, cited in: Yibekal Abebe Tessema: Ecological and Economic Dimensions of the Paradoxical Invasive Species- Prosopis juliflora and Policy Challenges in Ethiopia. In: Journal of Economics and Sustainable Development, Vol.3, No.8, 2012. | + | |
− | | + | |
− | </div><div id="edn7">[[#_ednref7|[7]]]Pasiecznik, N.M. et al. (2001): The ''Prosopis juliflora''- ''Prosopis pallida ''Complex: A Monograph, HDRA Coventry UK | + | |
− | | + | |
− | </div><div id="edn8">[[#_ednref8|[8]]] Wakie, Tewodros; Evangelista, Paul; Laituri, Melinda (2012): Utilization Assessment of ''Prosopis juliflora ''in Afar Region, Ethiopia | + | |
− | | + | |
− | </div><div id="edn9">[[#_ednref9|[9]]] Central Statistical Agency of Ethiopia (2010) | + | |
− | | + | |
− | </div><div id="edn10">[[#_ednref10|[10]]] Mengistu, Alemayehu (2006): Country Pasture/Forage Resource Profiles. Ethiopia, FAO. | + | |
− | | + | |
− | </div><div id="edn11">[[#_ednref11|[11]]] http://ewnhs.org.et/wp-content/uploads/downloads/2011/03/Biodiversity-Hotspots-of-Ethiopia.pdf | + | |
− | | + | |
− | </div><div id="edn12">[[#_ednref12|[12]]]Abiyot Berhanu and Getachew Tesfaye (2006): “THE ''PROSOPIS ''DILEMMA, IMPACTS ON DRYLAND | + | |
− | | + | |
− | BIODIVERSITY AND SOME CONTROLLING METHODS“,JOURNAL OF THE DRYLANDS 1(2): 158-164, 2006
| + | |
− | | + | |
− | </div><div id="edn13">[[#_ednref13|[13]]] Rettberg, S. and Müller-Mahn, D. (2012): Human-environment interactions: The invasion of Prosopis Juliflora in the dry lands of Northeast Ethiopia. In: Mol, L. and Sternberg, T. (Eds.): Changing deserts, Cambridge: Whitehorse Press: pp. 297-316.
| + | |
− | | + | |
− | </div><div id="edn14">[[#_ednref14|[14]]] HDRA (2005): Controlling the spread of ''Prosopis'' in Ethiopia by its utilization, URL: http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf
| + | |
− | | + | |
− | </div><div id="edn15">[[#_ednref15|[15]]] Rettberg, S. and Müller-Mahn, D. (2012): Human-environment interactions: The invasion of Prosopis Juliflora in the dry lands of Northeast Ethiopia. In: Mol, L. and Sternberg, T. (Eds..): Changing deserts, Cambridge: Whitehorse Press: pp. 297-316.
| + | |
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− | </div><div id="edn16">[[#_ednref16|[16]]] Böhnert, Elke (2013): German Ethiopian Financial Cooperation. Territorial approach to adjusting to climate change in Eastern Ethiopia 30932. Measures to increase pastoralists’ drought resilience in the Afar National Regional State (unpublished)
| + | |
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− | </div><div id="edn17">[[#_ednref17|[17]]] Müller-Mahn, D., Rettberg, S., Getachew, G. (2010): Pathways and dead ends of pastoral development among the Afar Karrayu in Ethiopia. In: European Journal for Development Research 22 (5), pp. 660-677.<br/>
| + | |
| | | |
− | </div></div> | + | </div><div id="edn13">[[#_ednref13|[13]]] Rettberg, S. and Müller-Mahn, D. (2012): Human-environment interactions: The invasion of Prosopis Juliflora in the dry lands of Northeast Ethiopia. In: Mol, L. and Sternberg, T. (Eds.): Changing deserts, Cambridge: Whitehorse Press: pp. 297-316.</div><div id="edn14">[[#_ednref14|[14]]] HDRA (2005): Controlling the spread of ''Prosopis'' in Ethiopia by its utilization, URL: [http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf http://www.gardenorganic.org.uk/pdfs/international_programme/EthiopiaProsopisBrief.pdf]</div><div id="edn15">[[#_ednref15|[15]]] Rettberg, S. and Müller-Mahn, D. (2012): Human-environment interactions: The invasion of Prosopis Juliflora in the dry lands of Northeast Ethiopia. In: Mol, L. and Sternberg, T. (Eds..): Changing deserts, Cambridge: Whitehorse Press: pp. 297-316.</div><div id="edn16">[[#_ednref16|[16]]] Böhnert, Elke (2013): German Ethiopian Financial Cooperation. Territorial approach to adjusting to climate change in Eastern Ethiopia 30932. Measures to increase pastoralists’ drought resilience in the Afar National Regional State (unpublished)</div><div id="edn17">[[#_ednref17|[17]]] Müller-Mahn, D., Rettberg, S., Getachew, G. (2010): Pathways and dead ends of pastoral development among the Afar Karrayu in Ethiopia. In: European Journal for Development Research 22 (5), pp. 660-677.<br/></div></div> |
Encroachment of Invasive Alien Species (IAS) is a globally common phenomenon and often has detrimental effects on rural households in developing countries. Ethiopia in particular is affected by invasion of several species of Prosopis spp.– predominantly P. juliflora – that have been growing out of control for already more than a decade[2]. The ecological consequences of this woody species encroachment have been devastating since rangeland areas are degraded and forage grass productivity has declined drastically as a result[3]. Besides impacts on the social fabric and rural livelihood systems, consequences also entail land degradation, which strongly influences the regional and national economic performance. So far, the economics of land degradation have mainly focused on general aspects such as soil erosion, salinisation or land use changes[4].
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
The Afar Region, along the Awash River in north-eastern Ethiopia covers an area of 108,860 km², hosting a population of approximately 1.4 million people with around 87% living in rural areas, mostly depending on livestock production for multiple purposes such as food consumption, income-generation, transport and asset reserves[9].
The region is featured by extensive areas of bush lands and grassland used as pasture by local pastoral transhumant groups. However, almost 50% of the area is covered by sand and rocks while only 7% is estimated to be cultivable. Of utmost importance for the local pastoral population is the Awash River, which traverses large parts of the region and serves as a vital key resource. The areas where Prosopis has spread most rapidly are the seasonally inundated floodplains along the Awash River, in which rich pastures had previously offered key grazing resources during dry seasons and drought. Almost 90% of the Afar population are pastoralists or agro-pastoralists and their livelihood mainly depends on livestock production using rangeland[10].The Awash River also offers irrigation potential for agriculture. An increasing number of pastoralists have started practicing small-scale farming along the Awash River to diversify their livelihood systems, alongside a growing number of large-scale farms cultivating cotton and sugarcane. Both farm types are also negatively affected by the invasion of Prosopis.
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
Table 1 shows in a comprised manner some results of research that has been carried out on the issue of Prosopis tackling the practical impact management.
The reduction in herd sizes has repercussions on the livestock market in Ethiopia. Several factors have determined the low productivity of the livestock market in Ethiopia: civil war and violent conflict with other ethnic groups, disruption of established marketing and export systems by border conflicts with Eritrea, expansion of irrigated agriculture and large farms, poor access to the credit market, insecurity of land tenure, a land tenure system which does not allow any control in community land and recently the encroachment of invasive species, predominantly Prosopis, which are deteriorating the quality and availability of pasture land considerably. Despite sophisticated traditional pasture management systems (splitting herds, migration, sharing resources etc.) the mobile herders are not able to control the invasion to rehabilitate and reuse their traditional grazing land. The market for livestock products and especially meat is growing in the country, especially in urban areas, and Ethiopia aims at increasing its livestock production to supply these markets. It is assumed that in the past, before the invasion of Prosopis, pastoralists in the area could keep larger stocks, increasing both their income and resilience of their livelihood system.