A Theory of Enclaves

A Theory of Enclaves cover

A Theory of Enclaves

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Description

Attempting to provide a fully-fledged theory of enclaves and exclaves, A Theory of Enclaves covers a wide scope of regions and territories throughout the world and satisfies the need for a systematic view on enclaves. This book covers 282 enclaves, with a combined population total of approximately three million, but the importance of enclaves is much higher because of their specific status and issues raised for both the mainland states and the surrounding states: Gibraltar was disproportionately large for British-Spanish relations throughout the last three centuries, Kaliningrad managed to cause a major crisis in the EU-Russian relations in 2002-03, Tiny Ceuta and Melilla have caused tensions in Spanish-Moroccan relations for more than three centuries and have recently become visible as conflict points at the EU level, German Buesingen was subject to several complex international treaties between Germany and Switzerland.

Rather than viewing each enclave as a unique case, or even as an anomaly, A Theory of Enclaves provides a systematic investigation of enclave-related political and economic issues. Rich on maps and illustrations, A Theory of Enclaves strives to comprise three facets of enclaves' existence: political, economic, and social life.

Table of Contents

Chapter 1 Why Study Enclaves?
Chapter 2 What Are Enclaves and Exclaves?
Chapter 3 Literature Review
Chapter 4 Conceptual Framework: The Mainland-Enclave-Surrounding State Triangle
Chapter 5 Emergence, Enclave's Sovereignty, and Disenclavement
Chapter 6 Enclave Stories and Case Studies
Chapter 7 The Problem of Access
Chapter 8 The Mainland-Enclave-Surrounding State and Mainland-Enclave Relations
Chapter 9 Economy of an Enclave: Case Studies
Chapter 10 Economy of an Enclave: Challenges and Responses

Product details

Published 24 Dec 2007
Format Hardback
Edition 1st
Extent 328
ISBN 9780739124031
Imprint Lexington Books
Dimensions 238 x 162 mm
Publisher Bloomsbury Publishing

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