{"id":25447,"date":"2025-02-19T10:31:52","date_gmt":"2025-02-19T09:31:52","guid":{"rendered":"https:\/\/www.etfworld.com\/fr\/?p=25447"},"modified":"2025-02-19T10:38:41","modified_gmt":"2025-02-19T09:38:41","slug":"franklin-templeton-actions-a-dividendes-en-europe-en-2025","status":"publish","type":"post","link":"https:\/\/www.etfworld.com\/fr\/franklin-templeton-actions-a-dividendes-en-europe-en-2025\/","title":{"rendered":"Franklin Templeton : Actions \u00e0 dividendes en Europe en 2025"},"content":{"rendered":"<div class=\"leftside border-right selection-one\" data-page-id=\"undefined\/listView\">\n<div id=\"io.ox\/mail\" class=\"abs list-view-control toolbar-top-visible\" role=\"navigation\" aria-label=\"Messaggi\">\n<div class=\"resizebar\">\n<div class=\"thread-view-control abs\">\n<div class=\"thread-view-list scrollable abs\">\n<div class=\"thread-view-header\" aria-label=\"Conversazione\">\n<h5 class=\"subject\" style=\"text-align: justify;\"><strong>Franklin Templeton <\/strong>: <strong>Actions \u00e0 dividendes<\/strong> en Europe en 2025 &#8211; <strong>les valeurs s\u00fbres face aux turbulences du secteur technologique.<\/strong><\/h5>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><!--more--><\/p>\n<p><a href=\"\/fr\/newsletter\"><strong>Inscrivez-vous pour recevoir les Newsletters gratuites de ETFWorld.fr<\/strong><\/a><\/p>\n<hr \/>\n<p><strong>Par Marcus Weyerer, CFA Senior ETF Investment Strategist<\/strong><\/p>\n<hr \/>\n<p>\u00ab <strong>Actions technologiques vs. actions \u00e0 dividendes : deux strat\u00e9gies oppos\u00e9es<\/strong><\/p>\n<p style=\"text-align: justify;\">L\u2019ann\u00e9e 2024 a \u00e9t\u00e9 remarquable pour les valeurs technologiques, en particulier pour les \u00ab 7 magnifiques \u00bb du secteur tech US. Ces entreprises ont enregistr\u00e9 des performances exceptionnelles, captant la majeure partie de l&rsquo;attention des investisseurs et des flux de capitaux. Nous pensons que le th\u00e8me de l&rsquo;IA a encore de beaux jours devant lui, malgr\u00e9 le choc Deep Seek et les valorisations globalement \u00e9lev\u00e9es du secteur de la tech.<\/p>\n<p style=\"text-align: justify;\">Toutefois, il est essentiel pour les investisseurs d&rsquo;\u00e9quilibrer leurs portefeuilles avec des composantes plus stables. Les actions de croissance, souvent sujettes \u00e0 une forte volatilit\u00e9, s\u2019appuient sur des narratifs et des perspectives futures. \u00c0 l\u2019inverse, les actions \u00e0 dividendes, en particulier celles de haute qualit\u00e9, offrent des flux de tr\u00e9sorerie plus stables et pr\u00e9visibles. \u00a0Ces flux pr\u00e9visibles sont un \u00e9l\u00e9ment cl\u00e9 de nombreux mod\u00e8les d\u2019\u00e9valuation des actions, r\u00e9duisant ainsi l\u2019incertitude quant \u00e0 la valorisation intrins\u00e8que de ces titres par rapport aux actions de croissance. En cons\u00e9quence, les actions \u00e0 dividendes jouent un r\u00f4le d\u2019amortisseur dans un portefeuille diversifi\u00e9. Leur attrait r\u00e9side dans leur capacit\u00e9 \u00e0 mod\u00e9rer la volatilit\u00e9 globale en p\u00e9riode de baisse des march\u00e9s, tout en conservant un potentiel de performance significatif \u00e0 long terme. Si les actions de croissance font les gros titres, les actions \u00e0 dividendes restent un pilier essentiel des portefeuilles des investisseurs.<\/p>\n<p style=\"text-align: justify;\">Les strat\u00e9gies ax\u00e9es sur les dividendes ont constamment d\u00e9montr\u00e9 leurs propri\u00e9t\u00e9s d\u00e9fensives, toutes r\u00e9gions et p\u00e9riodes confondues. Sur trois ans (au 31 d\u00e9cembre 2024), la volatilit\u00e9 et les baisses maximales des valeurs versant des dividendes ont \u00e9t\u00e9 inf\u00e9rieures \u00e0 celles du march\u00e9 dans son ensemble, que ce soit \u00e0 l\u2019\u00e9chelle mondiale, aux \u00c9tats-Unis ou en Europe\u00b9. Et lors du dernier \u00e9pisode de volatilit\u00e9 en ao\u00fbt 2024, lorsque les craintes li\u00e9es \u00e0 l&rsquo;inflation et aux taux d&rsquo;int\u00e9r\u00eat ont secou\u00e9 les march\u00e9s et entra\u00een\u00e9 les g\u00e9ants de la tech dans une spirale infernale, les actions \u00e0 dividendes ont \u00e9galement mieux r\u00e9sist\u00e9.<sup>2<\/sup>\u00bb<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Le r\u00f4le des actions \u00e0 dividendes europ\u00e9ennes en 2025<\/strong><\/p>\n<p style=\"text-align: justify;\">En 2025, la trajectoire \u00e9conomique reste incertaine. Les valorisations des indices pond\u00e9r\u00e9s par la capitalisation boursi\u00e8re, en particulier aux \u00c9tats-Unis, sont \u00e9lev\u00e9es, et plusieurs facteurs de perturbations se profilent \u00e0 l\u2019horizon, notamment en raison de l\u2019impact des prochains changements de politique sur le commerce mondial. Dans ce contexte, les actions \u00e0 dividendes constituent une alternative int\u00e9ressante aux valeurs de technologiques et de croissance \u00e0 forte volatilit\u00e9.<\/p>\n<p style=\"text-align: justify;\">En Europe, les valorisations sont globalement plus faibles, mais les perspectives \u00e9conomiques sont \u00e9galement plus moroses qu&rsquo;aux \u00c9tats-Unis. Nous nous attendons donc \u00e0 ce que la BCE proc\u00e8de \u00e0 des baisses de taux plus agressives que la Fed. Dans un tel environnement, les actions \u00e0 dividendes d\u2019entreprises dot\u00e9es de mod\u00e8les \u00e9conomiques solides et d\u2019une rentabilit\u00e9 \u00e9prouv\u00e9e, sont g\u00e9n\u00e9ralement recherch\u00e9es. De plus en plus d\u2019investisseurs cherchent \u00e0 diversifier leur exposition en s\u2019\u00e9loignant des m\u00e9gacapitalisations am\u00e9ricaines, ce qui devrait cr\u00e9er un cadre favorable aux valeurs \u00e0 dividendes.<\/p>\n<p style=\"text-align: justify;\">Malgr\u00e9 l&rsquo;incertitude \u00e9conomique accrue, les distributions de dividendes devraient rester solides. En 2024, les entreprises europ\u00e9ennes ont redistribu\u00e9 environ 440 milliards d&rsquo;euros \u00e0 leurs actionnaires.<sup>3<\/sup> Avec une croissance des b\u00e9n\u00e9fices attendue entre le bas et le milieu de la fourchette \u00e0 un chiffre, et en supposant un taux de distribution stable ou l\u00e9g\u00e8rement en hausse, cela pourrait se traduire par une augmentation des dividendes d&rsquo;environ 5 % pour 2025, portant le total \u00e0 environ 460 milliards d&rsquo;euros.<sup>4<\/sup><\/p>\n<p style=\"text-align: justify;\"><strong>Conclusion<\/strong><\/p>\n<p style=\"text-align: justify;\">Si les valeurs tech ont domin\u00e9 le march\u00e9 en 2024, les actions \u00e0 dividendes repr\u00e9sentent un contrepoids pr\u00e9cieux dans un portefeuille diversifi\u00e9. Elles offrent une stabilit\u00e9, un revenu r\u00e9gulier et une protection contre l&rsquo;incertitude \u00e9conomique. Face aux d\u00e9fis de 2025, les valeurs \u00e0 dividendes de qualit\u00e9 devraient continuer \u00e0 occuper une place cl\u00e9 dans les strat\u00e9gies d\u2019investissement.\u00a0\u00bb<\/p>\n<p style=\"text-align: justify;\">Source : ETFWorld.fr<\/p>\n<p>&nbsp;<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Franklin Templeton : Actions \u00e0 dividendes en Europe en 2025 &#8211; les valeurs s\u00fbres face aux turbulences du secteur technologique.<\/p>\n","protected":false},"author":4,"featured_media":25384,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"telegram_tosend":false,"telegram_tosend_message":"","telegram_tosend_target":0,"footnotes":"","_wpscp_schedule_draft_date":"","_wpscp_schedule_republish_date":"","_wpscppro_advance_schedule":false,"_wpscppro_advance_schedule_date":"","_wpscppro_dont_share_socialmedia":null,"_wpscppro_custom_social_share_image":0,"_facebook_share_type":"default","_twitter_share_type":"default","_linkedin_share_type":"default","_pinterest_share_type":"default","_linkedin_share_type_page":"","_instagram_share_type":"default","_medium_share_type":"default","_threads_share_type":"","_google_business_share_type":"","_selected_social_profile":null,"_wpsp_enable_custom_social_template":false,"_wpsp_social_scheduling":{"enabled":false,"datetime":null,"platforms":[],"status":"template_only","dateOption":"today","timeOption":"now","customDays":"","customHours":"","customDate":"","customTime":"","schedulingType":"absolute"},"_wpsp_active_default_template":true},"categories":[44],"tags":[646,234],"class_list":["post-25447","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-analyses-etf","tag-actions-a-dividendes","tag-franklin-templeton"],"blocksy_meta":{"styles_descriptor":{"styles":{"desktop":"","tablet":"","mobile":""},"google_fonts":[],"version":6}},"_links":{"self":[{"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/posts\/25447","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/comments?post=25447"}],"version-history":[{"count":2,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/posts\/25447\/revisions"}],"predecessor-version":[{"id":25449,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/posts\/25447\/revisions\/25449"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/media\/25384"}],"wp:attachment":[{"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/media?parent=25447"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/categories?post=25447"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.etfworld.com\/fr\/wp-json\/wp\/v2\/tags?post=25447"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}