10% off all books and free delivery over £40
Buy from our bookstore and 25% of the cover price will be given to a school of your choice to buy more books. *15% of eBooks.

School of Salamanca in the Affairs of the Indies

View All Editions

The selected edition of this book is not available to buy right now.
Add To Wishlist
Write A Review

About

School of Salamanca in the Affairs of the Indies Synopsis

The School of Salamanca in the Affairs of the Indies explores the significance of Salamancans, such as Vitoria and Soto, and related thinkers, such as Las Casas and Seplveda, in the formation of the early modern political order. It also analyses early modern understandings of political order, with a focus both on the decline of the medieval universal world through the independence and secularization of political community and the establishment of continuous and imbalanced relations between various European and non-European political communities.Through its investigation, this book highlights how Salamancans and related thinkers clearly distinguished their understandings of political order from medieval thought, and did so in a different way to contemporary and later thinkers, such as Machiavelli, Luther, Bodin, and Grotius, particularly with regards to the Indies, "e;barbarian"e; worlds. It also reveals the strong contribution of the School of Salamanca in early modern political thought, both internally and externally. Salamancans imposed moral restrictions against "e;interior barbarism,"e; that is, power beyond law, and included "e;exterior barbarism,"e; that is, "e;barbarian"e; societies, in the common political order.Situating the School of Salamanca in the mainstream history of European political thought, The School of Salamanca in the Affairs of the Indies is ideal for academics and postgraduate students of intellectual history and of Spanish colonial expansion.

About This Edition

ISBN: 9780429807428
Publication date: 28th September 2018
Author: Matsumori, Natsuko
Publisher: Taylor and Francis
Format: Ebook (PDF)