| Description |
1 online resource |
| Bibliography |
Includes bibliographical references and index. |
| Contents |
The unresolved problem of democratic inclusion -- Democratic inclusion in associations -- Democratic inclusion and the state -- Subject to legal authority -- The scope of legal authority -- Authority and extra-territorial jurisdiction -- Authority and state borders -- Does it matter that state borders are arbitrary? -- End discussion: the limits of democratic inclusion. |
| Summary |
"This book provides a general theory of democratic inclusion for the present world. It presents an original contribution to our understanding of the democratic ideal by explaining how democratic inclusion can apply to individuals in a variety of contexts: the workplace, social clubs, religious institutions, the family and, of course, the state. The book explores the problem of democratic inclusion, what it means to be subject to de facto authority, how this conception translates into legal systems and the relationship between territorial claims by the state, and law's claim to legitimate authority. The volume will be of interest to scholars and researchers of politics, especially political theory and democracy"-- Provided by publisher. |
| Note |
Description based on print version record and CIP data provided by publisher; resource not viewed. |
| Local Note |
Taylor & Francis Taylor & Francis eBooks: Open Access |
| Subject |
Authority -- Political aspects.
|
|
Democracy -- Social aspects.
|
|
Political science -- Philosophy.
|
|
Political rights.
|
|
Political participation.
|
|
Democracy -- Social aspects.
(OCoLC)fst00890110
|
|
Political participation. (OCoLC)fst01069386
|
|
Political rights. (OCoLC)fst01069715
|
|
Political science -- Philosophy.
(OCoLC)fst01069819
|
| Other Form: |
Print version: Beckman, Ludvig. Boundaries of democracy Abingdon, Oxon ; New York, NY : Routledge, 2023 9781032158204 (DLC) 2022035822 |
| ISBN |
9781003359807 (ebook) |
|
1003359809 |
|
9781032158204 (hardback) |
|
9781032418100 (paperback) |
|
