{"id":1849,"date":"2024-11-07T13:48:06","date_gmt":"2024-11-07T12:48:06","guid":{"rendered":"https:\/\/nadinelevratto.education\/?page_id=1849"},"modified":"2026-01-06T19:07:05","modified_gmt":"2026-01-06T18:07:05","slug":"accueil","status":"publish","type":"page","link":"https:\/\/nadinelevratto.education\/index.php\/accueil\/","title":{"rendered":"Accueil"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"1849\" class=\"elementor elementor-1849\">\n\t\t\t\t<div class=\"elementor-element elementor-element-574e259b e-flex e-con-boxed e-con e-parent\" data-id=\"574e259b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1b4ec0f3 elementor-widget elementor-widget-spacer\" data-id=\"1b4ec0f3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5360b13c e-flex e-con-boxed e-con e-parent\" data-id=\"5360b13c\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;shape_divider_bottom&quot;:&quot;mountains&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" opacity=\"0.33\" d=\"M473,67.3c-203.9,88.3-263.1-34-320.3,0C66,119.1,0,59.7,0,59.7V0h1000v59.7 c0,0-62.1,26.1-94.9,29.3c-32.8,3.3-62.8-12.3-75.8-22.1C806,49.6,745.3,8.7,694.9,4.7S492.4,59,473,67.3z\"\/>\n\t<path class=\"elementor-shape-fill\" opacity=\"0.66\" d=\"M734,67.3c-45.5,0-77.2-23.2-129.1-39.1c-28.6-8.7-150.3-10.1-254,39.1 s-91.7-34.4-149.2,0C115.7,118.3,0,39.8,0,39.8V0h1000v36.5c0,0-28.2-18.5-92.1-18.5C810.2,18.1,775.7,67.3,734,67.3z\"\/>\n\t<path class=\"elementor-shape-fill\" d=\"M766.1,28.9c-200-57.5-266,65.5-395.1,19.5C242,1.8,242,5.4,184.8,20.6C128,35.8,132.3,44.9,89.9,52.5C28.6,63.7,0,0,0,0 h1000c0,0-9.9,40.9-83.6,48.1S829.6,47,766.1,28.9z\"\/>\n<\/svg>\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-27ca6fdb e-con-full e-flex e-con e-child\" data-id=\"27ca6fdb\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-92b765a elementor-widget elementor-widget-text-editor\" data-id=\"92b765a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h3 class=\"CjVfdc\"><span style=\"color: #f37021;\"><strong><span class=\"C9DxTc \">Actuellement, je suis\u00a0<\/span><\/strong><\/span><\/h3><ul><li><span class=\"C9DxTc \"><strong>Directrice de recherche au CNRS<\/strong><span lang=\"EN-GB\">, I3-CERNA, Mines Paris, PSL<\/span><\/span><\/li><li><strong>Membre \u00e9lu et Pr\u00e9sidente<\/strong> <strong>du CoNRS<\/strong> <a href=\"https:\/\/www.cnrs.fr\/comitenational\/\">Comit\u00e9 National de la recherche scientifique<\/a>\u00a0&#8211; Section Economie et Gestion (40)<\/li><li class=\"zfr3Q CDt4Ke \" dir=\"ltr\" role=\"presentation\"><span class=\"C9DxTc \"><strong>Charg\u00e9e d&rsquo;enseignements \u00e0 l\u2019Universit\u00e9 Paris Nanterre<\/strong> et<strong><span lang=\"EN-GB\">\u00a0<\/span><\/strong><strong><span lang=\"EN-GB\">SciencesPo Paris<\/span><\/strong><\/span><\/li><li><strong>Co-responsable de la <span style=\"color: #333333;\"><a style=\"color: #333333;\" href=\"https:\/\/chaire-pepite.org\/\" target=\"_blank\" rel=\"noopener\">Chaire PEPITe <\/a><\/span><\/strong>(Planification Ecologique, Politiques Industrielles et Territoires) avec Nicolas Portier (SciencesPo Paris). Programme CNRS-SciencesPo Paris, soutenu par l\u2019<a href=\"https:\/\/www.caissedesdepots.fr\/institut-pour-la-recherche\">Institut pour la Recherche de la Caisse des D\u00e9p\u00f4ts<\/a>, h\u00e9berg\u00e9 \u00e0 l\u2019<a href=\"https:\/\/www.institutlouisbachelier.org\/\">Institut Louis Bachelier<\/a> (ILB)<\/li><li><strong>Membre du Comit\u00e9 directeur de l\u2019AFSE<\/strong> &#8211; <a href=\"https:\/\/www.afse.fr\/fr\/\">Association Fran\u00e7aise des Sciences \u00e9conomique<\/a> et du<strong> Comit\u00e9 d\u2019Administration de l\u2019ASRDLF<\/strong> &#8211; <a href=\"https:\/\/www.asrdlf.org\/\">Association Fran\u00e7aise de Science R\u00e9gionale\u00a0<\/a><\/li><li><strong>Membre du Comit\u00e9 Scientifique de l\u2019IRES<\/strong> &#8211; <a href=\"https:\/\/ires.fr\/\">Institut de recherches \u00e9conomiques et sociales<\/a> des <span style=\"color: #333333;\"><a style=\"color: #333333;\" href=\"https:\/\/www.journeeseconomie.org\/\" target=\"_blank\" rel=\"noopener\"><b>JECO<\/b><\/a><\/span>\u00a0et de l<strong>\u2019<\/strong><span style=\"color: #333333;\"><a style=\"color: #333333;\" href=\"https:\/\/www.veblen-institute.org\/\"><strong>Institut Veblen<\/strong><\/a><\/span><\/li><\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3c29cab5 elementor-shape-circle elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"3c29cab5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-linkedin elementor-repeater-item-169879a\" href=\"https:\/\/www.linkedin.com\/in\/nadine-levratto-73059b7\/\" 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class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">T\u00e9l\u00e9charger mon CV<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6390ae9b e-flex e-con-boxed e-con e-parent\" data-id=\"6390ae9b\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-1abfbf75 e-con-full e-flex e-con e-child\" data-id=\"1abfbf75\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-22186bd4 elementor-position-top elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"22186bd4\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;none&quot;}\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/nadinelevratto.education\/index.php\/recherche\/\" target=\"_blank\" tabindex=\"-1\"><img decoding=\"async\" width=\"150\" height=\"150\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/MEDIA-V2-1-150x150.png\" class=\"attachment-thumbnail size-thumbnail wp-image-1005\" alt=\"\" srcset=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/MEDIA-V2-1-150x150.png 150w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/MEDIA-V2-1-300x300.png 300w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/MEDIA-V2-1.png 500w\" sizes=\"(max-width: 150px) 100vw, 150px\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h3 class=\"elementor-image-box-title\"><a href=\"https:\/\/nadinelevratto.education\/index.php\/recherche\/\" target=\"_blank\">Recherche<\/a><\/h3><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-18af4368 e-con-full e-flex e-con e-child\" data-id=\"18af4368\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-30186a9 elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"30186a9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/nadinelevratto.education\/index.php\/medias-conferences-2\/\" target=\"_blank\" tabindex=\"-1\"><img decoding=\"async\" width=\"300\" height=\"300\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/Microphone-300x300.png\" class=\"attachment-medium size-medium wp-image-1004\" alt=\"\" srcset=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/Microphone-300x300.png 300w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/Microphone-150x150.png 150w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/07\/Microphone.png 500w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h3 class=\"elementor-image-box-title\"><a href=\"https:\/\/nadinelevratto.education\/index.php\/medias-conferences-2\/\" target=\"_blank\">Conf\u00e9rences<\/a><\/h3><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-551419cd e-flex e-con-boxed e-con e-parent\" data-id=\"551419cd\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;shape_divider_top&quot;:&quot;clouds&quot;,&quot;shape_divider_bottom&quot;:&quot;clouds&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-top\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 283.5 27.8\" preserveAspectRatio=\"xMidYMax slice\">\n  <path class=\"elementor-shape-fill\" d=\"M0 0v6.7c1.9-.8 4.7-1.4 8.5-1 9.5 1.1 11.1 6 11.1 6s2.1-.7 4.3-.2c2.1.5 2.8 2.6 2.8 2.6s.2-.5 1.4-.7c1.2-.2 1.7.2 1.7.2s0-2.1 1.9-2.8c1.9-.7 3.6.7 3.6.7s.7-2.9 3.1-4.1 4.7 0 4.7 0 1.2-.5 2.4 0 1.7 1.4 1.7 1.4h1.4c.7 0 1.2.7 1.2.7s.8-1.8 4-2.2c3.5-.4 5.3 2.4 6.2 4.4.4-.4 1-.7 1.8-.9 2.8-.7 4 .7 4 .7s1.7-5 11.1-6c9.5-1.1 12.3 3.9 12.3 3.9s1.2-4.8 5.7-5.7c4.5-.9 6.8 1.8 6.8 1.8s.6-.6 1.5-.9c.9-.2 1.9-.2 1.9-.2s5.2-6.4 12.6-3.3c7.3 3.1 4.7 9 4.7 9s1.9-.9 4 0 2.8 2.4 2.8 2.4 1.9-1.2 4.5-1.2 4.3 1.2 4.3 1.2.2-1 1.4-1.7 2.1-.7 2.1-.7-.5-3.1 2.1-5.5 5.7-1.4 5.7-1.4 1.5-2.3 4.2-1.1c2.7 1.2 1.7 5.2 1.7 5.2s.3-.1 1.3.5c.5.4.8.8.9 1.1.5-1.4 2.4-5.8 8.4-4 7.1 2.1 3.5 8.9 3.5 8.9s.8-.4 2 0 1.1 1.1 1.1 1.1 1.1-1.1 2.3-1.1 2.1.5 2.1.5 1.9-3.6 6.2-1.2 1.9 6.4 1.9 6.4 2.6-2.4 7.4 0c3.4 1.7 3.9 4.9 3.9 4.9s3.3-6.9 10.4-7.9 11.5 2.6 11.5 2.6.8 0 1.2.2c.4.2.9.9.9.9s4.4-3.1 8.3.2c1.9 1.7 1.5 5 1.5 5s.3-1.1 1.6-1.4c1.3-.3 2.3.2 2.3.2s-.1-1.2.5-1.9 1.9-.9 1.9-.9-4.7-9.3 4.4-13.4c5.6-2.5 9.2.9 9.2.9s5-6.2 15.9-6.2 16.1 8.1 16.1 8.1.7-.2 1.6-.4V0H0z\"\/>\n<\/svg>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 283.5 27.8\" preserveAspectRatio=\"xMidYMax slice\">\n  <path class=\"elementor-shape-fill\" d=\"M0 0v6.7c1.9-.8 4.7-1.4 8.5-1 9.5 1.1 11.1 6 11.1 6s2.1-.7 4.3-.2c2.1.5 2.8 2.6 2.8 2.6s.2-.5 1.4-.7c1.2-.2 1.7.2 1.7.2s0-2.1 1.9-2.8c1.9-.7 3.6.7 3.6.7s.7-2.9 3.1-4.1 4.7 0 4.7 0 1.2-.5 2.4 0 1.7 1.4 1.7 1.4h1.4c.7 0 1.2.7 1.2.7s.8-1.8 4-2.2c3.5-.4 5.3 2.4 6.2 4.4.4-.4 1-.7 1.8-.9 2.8-.7 4 .7 4 .7s1.7-5 11.1-6c9.5-1.1 12.3 3.9 12.3 3.9s1.2-4.8 5.7-5.7c4.5-.9 6.8 1.8 6.8 1.8s.6-.6 1.5-.9c.9-.2 1.9-.2 1.9-.2s5.2-6.4 12.6-3.3c7.3 3.1 4.7 9 4.7 9s1.9-.9 4 0 2.8 2.4 2.8 2.4 1.9-1.2 4.5-1.2 4.3 1.2 4.3 1.2.2-1 1.4-1.7 2.1-.7 2.1-.7-.5-3.1 2.1-5.5 5.7-1.4 5.7-1.4 1.5-2.3 4.2-1.1c2.7 1.2 1.7 5.2 1.7 5.2s.3-.1 1.3.5c.5.4.8.8.9 1.1.5-1.4 2.4-5.8 8.4-4 7.1 2.1 3.5 8.9 3.5 8.9s.8-.4 2 0 1.1 1.1 1.1 1.1 1.1-1.1 2.3-1.1 2.1.5 2.1.5 1.9-3.6 6.2-1.2 1.9 6.4 1.9 6.4 2.6-2.4 7.4 0c3.4 1.7 3.9 4.9 3.9 4.9s3.3-6.9 10.4-7.9 11.5 2.6 11.5 2.6.8 0 1.2.2c.4.2.9.9.9.9s4.4-3.1 8.3.2c1.9 1.7 1.5 5 1.5 5s.3-1.1 1.6-1.4c1.3-.3 2.3.2 2.3.2s-.1-1.2.5-1.9 1.9-.9 1.9-.9-4.7-9.3 4.4-13.4c5.6-2.5 9.2.9 9.2.9s5-6.2 15.9-6.2 16.1 8.1 16.1 8.1.7-.2 1.6-.4V0H0z\"\/>\n<\/svg>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-66157e50 elementor-widget__width-inherit elementor-widget elementor-widget-heading\" data-id=\"66157e50\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Principales publications<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6f61daa5 e-grid e-con-boxed e-con e-parent\" data-id=\"6f61daa5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7659a5b4 elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"7659a5b4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/doi-org.inshs.bib.cnrs.fr\/10.1177\/01600176231189433\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"1800\" height=\"2700\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6.png\" class=\"attachment-full size-full wp-image-1640\" alt=\"\" srcset=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6.png 1800w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6-200x300.png 200w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6-683x1024.png 683w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6-768x1152.png 768w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6-1024x1536.png 1024w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/irxa_47_5-6-1365x2048.png 1365w\" sizes=\"(max-width: 1800px) 100vw, 1800px\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/doi-org.inshs.bib.cnrs.fr\/10.1177\/01600176231189433\">Regional implications of Covid-19 and resilience<\/a><\/h6><p class=\"elementor-image-box-description\">Bourdin, S. et N. Levratto (2023), Introduction du num\u00e9ro sp\u00e9cial, International Regional Science Review, 46(5-6)\n\n<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6219f5f2 elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"6219f5f2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/link.springer.com\/article\/10.1007\/s10657-023-09765-w\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"120\" height=\"184\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/10657.webp\" class=\"attachment-full size-full wp-image-1591\" alt=\"\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/link.springer.com\/article\/10.1007\/s10657-023-09765-w\">Does commercial court organisation affect firm\u2019s bankruptcy rate ? <\/a><\/h6><p class=\"elementor-image-box-description\">Arcuri, G., N. Levratto et M. Succuro (2023), European Journal of Law and Economics\n<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b983c0e elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"5b983c0e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/link.springer.com\/article\/10.1007\/s10198-021-01280-6\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"120\" height=\"160\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/10198.webp\" class=\"attachment-full size-full wp-image-1595\" alt=\"\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/link.springer.com\/article\/10.1007\/s10198-021-01280-6\">Are regions equal in adversity ? A spatial analysis of the spread and dynamics of COVID-19 in Europe<\/a><\/h6><p class=\"elementor-image-box-description\">Amdaoud M., G. Arcuri et N. Levratto (2021), European Journal of Health Economics, Volume 22, pages 629\u2013642\n\n<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-696763e9 elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"696763e9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/abs\/10.1111\/pirs.12539\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"485\" height=\"697\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/pirs.v99.5.cover_.jpg\" class=\"attachment-full size-full wp-image-1599\" alt=\"\" srcset=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/pirs.v99.5.cover_.jpg 485w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/pirs.v99.5.cover_-209x300.jpg 209w\" sizes=\"(max-width: 485px) 100vw, 485px\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/abs\/10.1111\/pirs.12539\">Firm financial soundness and knowledge externalities : a comparative regional analysis<\/a><\/h6><p class=\"elementor-image-box-description\">Abdel Fattah L., Arcuri G., A. Garsaa et N. Levratto (2021), Papers in Regional Science, 99(5), pp. 1459-1486<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-556dc39c elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"556dc39c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/www-cairn-info.faraway.parisnanterre.fr\/revue-d-economie-industrielle-2023-1.htm\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"204\" height=\"300\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/thumbnail.webp\" class=\"attachment-full size-full wp-image-1614\" alt=\"\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/www-cairn-info.faraway.parisnanterre.fr\/revue-d-economie-industrielle-2023-1.htm\">Les politiques publiques territorialis\u00e9es<\/a><\/h6><p class=\"elementor-image-box-description\">Num\u00e9ro sp\u00e9cial\u00a0de la Revue d'Economie Industrielle, coordonn\u00e9 avec Vincent Frigant (universit\u00e9\u00a0de Bordeaux), 2023\/1-2 (n\u00b0 181-182)<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1fb1a2c3 elementor-position-top elementor-widget elementor-widget-image-box\" data-id=\"1fb1a2c3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-box-wrapper\"><figure class=\"elementor-image-box-img\"><a href=\"https:\/\/www.pressesdesmines.com\/produit\/letonnante-disparite-des-territoires-industriels\/\" tabindex=\"-1\"><img loading=\"lazy\" decoding=\"async\" width=\"541\" height=\"709\" src=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/note-30-LetonnanteDisparite-1.jpg\" class=\"attachment-full size-full wp-image-1545\" alt=\"\" srcset=\"https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/note-30-LetonnanteDisparite-1.jpg 541w, https:\/\/nadinelevratto.education\/wp-content\/uploads\/2024\/09\/note-30-LetonnanteDisparite-1-229x300.jpg 229w\" sizes=\"(max-width: 541px) 100vw, 541px\" \/><\/a><\/figure><div class=\"elementor-image-box-content\"><h6 class=\"elementor-image-box-title\"><a href=\"https:\/\/www.pressesdesmines.com\/produit\/letonnante-disparite-des-territoires-industriels\/\">L\u2019\u00e9tonnante disparit\u00e9 des territoires industriels - Comprendre la performance et le d\u00e9clin<\/a><\/h6><p class=\"elementor-image-box-description\">Carr\u00e9, D. Levratto, N. et Frocrain P. (2019), Note de la Fabrique, Paris, Presses universitaires de Mines<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-62bf3c1b e-flex e-con-boxed e-con e-parent\" data-id=\"62bf3c1b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-51016ea4 e-flex e-con-boxed e-con e-child\" data-id=\"51016ea4\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-50996218 elementor-widget elementor-widget-image\" data-id=\"50996218\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/nadinelevratto.education\/index.php\/livres-nadinelevratto\/\" 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PEPITe (Planification Ecologique, Politiques Industrielles et Territoires) avec Nicolas Portier (SciencesPo Paris). Programme CNRS-SciencesPo [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"footnotes":""},"class_list":["post-1849","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Accueil - Nadine Levratto<\/title>\n<meta name=\"description\" content=\"Nadine Levratto est une \u00e9conomiste, directrice de recherche au CNRS et \u00e0 EconomiX (une unit\u00e9 de recherche mixte CNRS - Universit\u00e9 Paris Nanterre) et ma\u00eetre de conf\u00e9rences \u00e0 l&#039;universit\u00e9 Paris 1 Panth\u00e9on Sorbonne et \u00e0 l&#039;universit\u00e9 Paris Nanterre. 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