{"id":20033,"date":"2024-08-06T16:18:05","date_gmt":"2024-08-06T16:18:05","guid":{"rendered":"https:\/\/africanew.ifpri.info\/?p=20033"},"modified":"2024-08-06T16:18:05","modified_gmt":"2024-08-06T16:18:05","slug":"revoir-les-strategies-de-developpement-dans-un-contexte-dincertitude-climatique","status":"publish","type":"post","link":"https:\/\/africa.ifpri.info\/fr\/2024\/08\/06\/revoir-les-strategies-de-developpement-dans-un-contexte-dincertitude-climatique\/","title":{"rendered":"Revoir les strat\u00e9gies de d\u00e9veloppement dans un contexte d\u2019incertitude climatique"},"content":{"rendered":"<h2 class=\"pb-4\">Revoir les strat\u00e9gies de d\u00e9veloppement dans un contexte d\u2019incertitude climatique : le point de vue du Malawi<\/h2>\n<p>Article<\/p>\n<p>By Askar Mukashov and Eleanor Jones<\/p>\n<p>Le changement climatique transforme le paysage mondial et cr\u00e9e des d\u00e9fis sans pr\u00e9c\u00e9dent pour les pays en d\u00e9veloppement. Ces d\u00e9fis sont particuli\u00e8rement aigus dans les r\u00e9gions o\u00f9 les \u00e9conomies d\u00e9pendent fortement de l\u2019agriculture, comme l\u2019Afrique subsaharienne, o\u00f9 les impacts climatiques tels que les s\u00e9cheresses et les conditions m\u00e9t\u00e9orologiques extr\u00eames perturbent de plus en plus les \u00e9conomies agricoles et les syst\u00e8mes alimentaires. L\u2019une des questions cruciales auxquelles sont confront\u00e9s les d\u00e9cideurs politiques est de savoir comment relever au mieux ces d\u00e9fis pour assurer un d\u00e9veloppement durable : la menace du changement climatique compromet-elle consid\u00e9rablement les strat\u00e9gies ax\u00e9es sur l\u2019agriculture ?<\/p>\n<p><a href=\"https:\/\/doi.org\/10.1007\/s10584-024-03733-2\" rel=\"nofollow\"><strong>Une \u00e9tude r\u00e9cente de l\u2019IFPRI<\/strong><\/a>\u00a0\u00a0publi\u00e9e dans Climatic<em>\u00a0Change<\/em>\u00a0\u00a0explore cette question en comparant les strat\u00e9gies de d\u00e9veloppement ax\u00e9es sur l\u2019agriculture et celles non ax\u00e9es sur l\u2019agriculture au Malawi, un pays tr\u00e8s vuln\u00e9rable \u00e0 la variabilit\u00e9 climatique, constatant que les premi\u00e8res surpassent les secondes malgr\u00e9 les incertitudes climatiques.<\/p>\n<p>Cette \u00e9tude fournit des informations pr\u00e9cieuses sur la mani\u00e8re dont diff\u00e9rentes strat\u00e9gies de d\u00e9veloppement peuvent att\u00e9nuer ou exacerber les impacts du changement climatique sur la pauvret\u00e9 et la sous-alimentation, offrant ainsi une perspective cruciale aux d\u00e9cideurs politiques dans des contextes similaires. L\u2019approche d\u00e9montr\u00e9e dans cette \u00e9tude de cas contribue \u00e0 \u00e9largir l\u2019ensemble des outils disponibles pour faire face aux risques et \u00e0 l\u2019incertitude dans la planification des politiques modernes.<\/p>\n<p><strong>Le dilemme fondamental : d\u00e9veloppement agricole et non agricole<\/strong><\/p>\n<p>Le Malawi, comme de nombreux pays \u00e0 faible revenu, a traditionnellement donn\u00e9 la priorit\u00e9 \u00e0 la croissance agricole dans ses plans de d\u00e9veloppement. Malgr\u00e9 certains signes de transformation structurelle, le pays reste essentiellement rural et, dans l\u2019ensemble, l\u2019agriculture joue un r\u00f4le important dans la r\u00e9duction de la pauvret\u00e9 en raison de ses liens \u00e9troits avec les \u00e9conomies rurales. Cependant, la sensibilit\u00e9 de l\u2019agriculture aux impacts du changement climatique constitue un risque important pour cette strat\u00e9gie. L\u2019\u00e9tude examine si une approche ax\u00e9e sur l\u2019agriculture reste viable dans un contexte d\u2019incertitude climatique croissante ou si une transition vers des secteurs non agricoles pourrait donner de meilleurs r\u00e9sultats.<\/p>\n<p><strong>M\u00e9thodologie : Analyse de dominance stochastique<\/strong><\/p>\n<p>Pour r\u00e9soudre ce probl\u00e8me, nous avons utilis\u00e9 une m\u00e9thode appel\u00e9e analyse de dominance stochastique (SD). L\u2019analyse SD permet de comparer diff\u00e9rentes strat\u00e9gies de d\u00e9veloppement en examinant leurs r\u00e9sultats dans divers sc\u00e9narios, en tenant compte de l\u2019incertitude associ\u00e9e \u00e0 chaque sc\u00e9nario. Cette m\u00e9thode, bien que couramment utilis\u00e9e en finance, est rarement appliqu\u00e9e \u00e0 la planification des politiques.<\/p>\n<p>En utilisant le Malawi comme \u00e9tude de cas, nous avons compar\u00e9 l'incertitude associ\u00e9e au climat des deux sc\u00e9narios de d\u00e9veloppement : l'un se concentrant sur la croissance intensive des secteurs du syst\u00e8me agroalimentaire (SAF) du pays, et l'autre se concentrant sur la croissance des secteurs ext\u00e9rieurs au SAF (non-SAF).<\/p>\n<p>Nous avons ensuite mod\u00e9lis\u00e9 ces sc\u00e9narios \u00e0 l\u2019aide d\u2019un mod\u00e8le d\u2019\u00e9quilibre g\u00e9n\u00e9ral calculable (CGE) dynamique \u00e0 l\u2019\u00e9chelle de l\u2019\u00e9conomie, qui a \u00e9t\u00e9 li\u00e9 aux donn\u00e9es d\u2019enqu\u00eates aupr\u00e8s des m\u00e9nages pour suivre l\u2019\u00e9volution de la pauvret\u00e9 et de la sous-alimentation.<\/p>\n<p><strong>R\u00e9sultats : Le d\u00e9veloppement ax\u00e9 sur l\u2019agriculture continue d\u2019avoir de meilleurs r\u00e9sultats en mati\u00e8re de pauvret\u00e9 et de sous-alimentation<\/strong><\/p>\n<p>Les r\u00e9sultats sont \u00e9clairants. Malgr\u00e9 des risques intrins\u00e8quement plus \u00e9lev\u00e9s, la strat\u00e9gie de d\u00e9veloppement ax\u00e9e sur l\u2019agriculture a syst\u00e9matiquement surpass\u00e9 son antagoniste non ax\u00e9 sur l\u2019agriculture dans presque tous les sc\u00e9narios climatiques potentiels. Plus pr\u00e9cis\u00e9ment, la strat\u00e9gie de croissance ax\u00e9e sur l\u2019agriculture a montr\u00e9 de meilleurs r\u00e9sultats en mati\u00e8re de pauvret\u00e9 et de sous-alimentation, presque sans \u00e9quivoque, m\u00eame apr\u00e8s avoir pris en compte l\u2019incertitude plus \u00e9lev\u00e9e associ\u00e9e au climat \u00e0 l\u2019\u00e9chelle de l\u2019\u00e9conomie (Figure 1).<\/p>\n<p><strong>Figure 1 : Fonctions de distribution cumulative empiriques<\/strong><\/p>\n<p><img decoding=\"async\" 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\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\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/www.ifpri.org\/wp-content\/uploads\/2024\/07\/Malawi-FPM-blog-Fig-1-1-1024x485.jpg\" alt=\"\" \/><\/p>\n<p><strong>Remarques:<\/strong><\/p>\n<ol>\n<li><em>Les taux de pauvret\u00e9 et de sous-alimentation correspondent aux parts de la population dont les d\u00e9penses de consommation quotidienne \u00e9quivalentes \u00e0 celles d'un adulte sont inf\u00e9rieures \u00e0 2,15 dollars US (ajust\u00e9es en fonction de la parit\u00e9 de pouvoir d'achat) ou inf\u00e9rieures au besoin calorique minimum d\u00e9fini par la FAO<\/em>.<\/li>\n<li><em>Deux sc\u00e9narios climatiques sont envisag\u00e9s : un sc\u00e9nario \u00ab optimiste \u00bb (1,5\u00b0C) qui suppose que le r\u00e9chauffement climatique est limit\u00e9 \u00e0 1,5\u00b0C par rapport aux niveaux pr\u00e9industriels, et un sc\u00e9nario \u00ab pessimiste \u00bb (REF) qui suppose qu'aucune politique explicite d'att\u00e9nuation du changement climatique n'est mise en \u0153uvre o\u00f9 que ce soit dans le monde. Chaque ann\u00e9e de simulation et chaque climat comportent un \u00e9chantillon de 455 conditions m\u00e9t\u00e9orologiques possibles, chacune ayant sa propre probabilit\u00e9.<\/em><\/li>\n<li><em>Le d\u00e9veloppement des syst\u00e8mes alimentaires durables (en pointill\u00e9s) domine de mani\u00e8re stochastique le d\u00e9veloppement des syst\u00e8mes alimentaires non durables (en tirets) dans tous les sc\u00e9narios climatiques\/m\u00e9t\u00e9o potentiels en termes de r\u00e9sultats de pauvret\u00e9 \u00e0 court terme (ann\u00e9es 2020) ainsi que de niveaux de sous-alimentation \u00e0 court et \u00e0 long terme (ann\u00e9es 2020 et 2040). La seule dimension de r\u00e9sultat pour laquelle le d\u00e9veloppement des syst\u00e8mes alimentaires durables n'est pas stochastiquement dominant est celle des r\u00e9sultats de pauvret\u00e9 \u00e0 long terme (dans des conditions climatiques extr\u00eames (0,01 % et 0,03 %), la pauvret\u00e9 dans le cadre du d\u00e9veloppement des syst\u00e8mes alimentaires non durables peut \u00eatre inf\u00e9rieure \u00e0 celle des syst\u00e8mes alimentaires durables).<\/em><\/li>\n<\/ol>\n<p><strong>Pourquoi l\u2019agriculture fonctionne encore<\/strong><\/p>\n<p>La surperformance de la strat\u00e9gie ax\u00e9e sur l\u2019agriculture par rapport \u00e0 l\u2019alternative peut \u00eatre attribu\u00e9e \u00e0 plusieurs facteurs :<\/p>\n<ol>\n<li><strong>Liens avec les \u00e9conomies rurales<\/strong>\u00a0: L\u2019agriculture a des liens plus forts en amont et en aval dans les zones rurales, qui sont essentiels pour la r\u00e9duction de la pauvret\u00e9.<\/li>\n<li><strong>Emploi<\/strong>\u00a0: Une part importante de la population du Malawi d\u00e9pend de l'agriculture pour sa subsistance. L'augmentation de la productivit\u00e9 agricole profite directement \u00e0 ces m\u00e9nages.<\/li>\n<li><strong>S\u00e9curit\u00e9 alimentaire<\/strong>\u00a0: L\u2019agriculture joue un r\u00f4le cl\u00e9 dans la s\u00e9curit\u00e9 alimentaire, et les am\u00e9liorations dans ce secteur peuvent conduire \u00e0 de meilleurs r\u00e9sultats nutritionnels pour l\u2019ensemble de la population.<\/li>\n<\/ol>\n<p><strong>Conclusion<\/strong><\/p>\n<p>M\u00eame si une strat\u00e9gie de d\u00e9veloppement ax\u00e9e sur l\u2019agriculture est caract\u00e9ris\u00e9e par une plus grande incertitude \u00e9conomique li\u00e9e au climat, pour un pays comme le Malawi, elle reste efficace pour r\u00e9duire la pauvret\u00e9 et am\u00e9liorer la nutrition. Par cons\u00e9quent, les strat\u00e9gies de d\u00e9veloppement du Malawi ne devraient pas se concentrer sur l\u2019abandon de l\u2019agriculture, mais sur l\u2019examen de diverses options pour la rendre plus r\u00e9siliente aux chocs climatiques.<\/p>\n<p>L\u2019application de l\u2019analyse du d\u00e9veloppement durable d\u00e9montr\u00e9e dans cette \u00e9tude souligne \u00e9galement son utilit\u00e9 et son potentiel pour une utilisation plus large dans la planification des politiques, y compris la prise en compte de diverses options politiques dans le domaine agricole lui-m\u00eame. En int\u00e9grant explicitement le risque et l\u2019incertitude dans le processus de prise de d\u00e9cision, les d\u00e9cideurs politiques, \u00e0 l\u2019aide de l\u2019analyse du d\u00e9veloppement durable (et\/ou d\u2019outils similaires), devraient \u00eatre en mesure de faire des choix \u00e9clair\u00e9s dans un environnement intrins\u00e8quement\/in\u00e9vitablement incertain tel que le climat futur.<\/p>\n<hr \/>\n<p><em>Article cit\u00e9 : Mukashov, A., Thomas, T. et Thurlow, J. Revoir la strat\u00e9gie de d\u00e9veloppement dans un contexte d'incertitude climatique : \u00e9tude de cas du Malawi. Climatic Change 177, 91 (2024).\u00a0\u00a0<\/em><a href=\"https:\/\/doi.org\/10.1007\/s10584-024-03733-2\" rel=\"nofollow\"><em>https:\/\/doi.org\/10.1007\/s10584-024-03733-2<\/em><\/a><\/p>\n<p><a href=\"https:\/\/www.ifpri.org\/profile\/askar-mukashov\/\" rel=\"nofollow\"><em>Askar Mukashov<\/em><\/a><em>\u00a0\u00a0est chercheur associ\u00e9 et\u00a0\u00a0<\/em><a href=\"https:\/\/www.ifpri.org\/profile\/eleanor-jones\/\" rel=\"nofollow\"><em>Eleanor Jones<\/em><\/a><em>\u00a0\u00a0est responsable de programme au sein de l'unit\u00e9 de prospective et de mod\u00e9lisation des politiques de l\u2019IFPRI.<\/em><\/p>\n<p><em>Cette \u00e9tude s\u2019inscrit dans le cadre de l\u2019Initiative de recherche sur la prospective du CGIAR. Les auteurs de l\u2019\u00e9tude remercient tous les bailleurs de fonds qui ont soutenu cette recherche par leurs contributions au Fonds fiduciaire du CGIAR. Cette publication a \u00e9galement \u00e9t\u00e9 rendue possible gr\u00e2ce au soutien de la Fondation Bill et Melinda Gates dans le cadre de la subvention \u00ab IAT Policy Modeling \u00bb INV-018221, et de l\u2019Agence des \u00c9tats-Unis pour le d\u00e9veloppement international (USAID) dans le cadre de l\u2019Initiative d\u2019action globale pour le changement climatique.<\/em><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Le changement climatique transforme le paysage mondial et cr\u00e9e des d\u00e9fis sans pr\u00e9c\u00e9dent pour les pays en d\u00e9veloppement. Ces d\u00e9fis sont particuli\u00e8rement aigus dans les r\u00e9gions<\/p>\n","protected":false},"author":223,"featured_media":20025,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[41,600],"tags":[1137,1184,813],"class_list":["post-20033","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-news-fr","category-malawi-fr","tag-changement-climatique","tag-crise-alimentaire","tag-malawi-fr"],"acf":[],"mb":[],"mfb_rest_fields":["title"],"_links":{"self":[{"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/posts\/20033","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/users\/223"}],"replies":[{"embeddable":true,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/comments?post=20033"}],"version-history":[{"count":1,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/posts\/20033\/revisions"}],"predecessor-version":[{"id":20035,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/posts\/20033\/revisions\/20035"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/media\/20025"}],"wp:attachment":[{"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/media?parent=20033"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/categories?post=20033"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/africa.ifpri.info\/fr\/wp-json\/wp\/v2\/tags?post=20033"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}