Az autonómia különösen aktuális manapság, amikor a külhoni magyar közösségek nagy része az autonómia valamilyen formájának elérését tűzte ki céljául. Magyarország támogatja ezeket a törekvéseket, ezért a hazai közbeszédnek is része az autonómia. A könyv a területi autonómiával foglalkozik, amelyről például Erdélyben illetve a Székelyföldön, Kárpátalján, a Felvidéken vagy éppenséggel a Vajdaságban ma már nemcsak elméleti keretek között foglalkoznak a magyar közösségek, hanem az nagyon is a hétköznapi, gyakorlati érdekvédelmi és érdekképviseleti tevékenység részét képezi. Tóth Norbert arra kíván válaszokat adni, hogy milyen nemzetközi jogi jogcímek segítségével érhető el az autonómia és milyen nemzetközi jogi keretek között kell azt működtetni. Az olvasó ezenkívül képet kap a legismertebb autonóm területek (például: Dél-Tirol, Katalónia, Skócia vagy az Åland-szigetek) működéséről és a nemzetközi kapcsolatok folyamatosan változó természetéről is.
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)