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La Rivista, fondata nel 2011 dal Prof. Antonio D’Atena, che ne è stato Direttore responsabile sino all’8 giugno 2021, da questa data è diretta dal Prof. Giulio Salerno. 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"></image></svg> 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data-id="2d147e02" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-31edfdfe" data-id="31edfdfe" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-6b861303 elementor-widget elementor-widget-theme-page-title elementor-page-title elementor-widget-heading" data-id="6b861303" data-element_type="widget" data-widget_type="theme-page-title.default"> <div class="elementor-widget-container"> <h1 class="elementor-heading-title elementor-size-default">Italian Papers On Federalism</h1> </div> </div> </div> </div> <div class="elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-7d5ec3bb" data-id="7d5ec3bb" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element 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elementor-element elementor-element-6a4ecbbc" data-id="6a4ecbbc" data-element_type="column" data-settings="{"background_background":"classic"}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-1b7e9f7 elementor-widget elementor-widget-image" data-id="1b7e9f7" data-element_type="widget" data-widget_type="image.default"> <div class="elementor-widget-container"> <img fetchpriority="high" decoding="async" width="540" height="769" src="https://www.issirfa.cnr.it/wp-content/uploads/2021/07/Cattura-6.jpg" class="attachment-large size-large wp-image-61" alt="" srcset="https://www.issirfa.cnr.it/wp-content/uploads/2021/07/Cattura-6.jpg 540w, https://www.issirfa.cnr.it/wp-content/uploads/2021/07/Cattura-6-211x300.jpg 211w" sizes="(max-width: 540px) 100vw, 540px" /> </div> </div> </div> </div> <div class="elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-642186b7" data-id="642186b7" data-element_type="column" data-settings="{"background_background":"classic"}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-9244ccf elementor-widget elementor-widget-text-editor" data-id="9244ccf" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> <p><em>Italian Papers on Federalism</em> (<a href="https://www.ipof.it/" target="_blank" rel="noopener">www.ipof.it</a>) è una Rivista <em>on-line</em> dell’ISSiRFA-CNR, “Istituto di Studi sui Sistemi Regionali, Federali e sulle Autonomie, Massimo Severo Giannini” del Consiglio Nazionale delle Ricerche (Roma, Italia).</p><p>La Rivista, fondata nel 2011 dal Prof. Antonio D’Atena, che ne è stato Direttore responsabile sino all’8 giugno 2021, da questa data è diretta dal Prof. Giulio Salerno.</p><p>La Rivista ha per oggetto le tematiche del regionalismo, del federalismo, delle autonomie locali e dei processi d’integrazione europea e sovranazionale. Più in generale, nella Rivista sono analizzate, anche dal punto di vista storico e mediante gli strumenti della comparazione, le questioni relative agli ordinamenti costituzionali caratterizzati dai principi del decentramento e del pluralismo delle istituzioni territoriali.</p><p>I contributi in essa pubblicati, in lingua italiana e straniera, riflettono il punto di vista degli Autori e non impegnano la Rivista, né l’Istituto al quale essa fa capo. 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