The Classical Review

The Classical Review

Author:

Publisher:

Published: 1917

Total Pages: 224

ISBN-13:

DOWNLOAD EBOOK

This companion to the Classical Quarterly contains reviews of new work dealing with the literatures and civilizations of ancient Greece and Rome. Over 300 books are reviewed each year.


Ancient Models of Mind

Ancient Models of Mind

Author: Andrea Nightingale

Publisher: Cambridge University Press

Published: 2010-11-11

Total Pages: 261

ISBN-13: 1139489763

DOWNLOAD EBOOK

How does God think? How, ideally, does a human mind function? Must a gap remain between these two paradigms of rationality? Such questions exercised the greatest ancient philosophers, including those featured in this book: Socrates, Plato, Aristotle, the Stoics and Plotinus. This volume encompasses a series of studies by leading scholars, revisiting key moments of ancient philosophy and highlighting the theme of human and divine rationality in both moral and cognitive psychology. It is a tribute to Professor A. A. Long, and reflects multiple themes of his own work.


Homotopy Theory

Homotopy Theory

Author: I. M. James

Publisher: Elsevier

Published: 2014-05-09

Total Pages: 468

ISBN-13: 1483184765

DOWNLOAD EBOOK

Homotopy Theory contains all the published mathematical work of J. H. C. Whitehead, written between 1947 and 1955. This volume considers the study of simple homotopy types, particularly the realization of problem for homotopy types. It describes Whitehead's version of homotopy theory in terms of CW-complexes. This book is composed of 21 chapters and begins with an overview of a theorem to Borsuk and the homotopy type of ANR. The subsequent chapters deal with four-dimensional polyhedral, the homotopy type of a special kind of polyhedron, and the combinatorial homotopy I and II. These topics are followed by reviews of other homotopy types, such as group extensions with homotopy operators, cohomology systems, secondary boundary operator, algebraic homotopy, and the G-dual of a semi-exact couple. The last chapters examine the connected complex homotopy types and the second non-vanishing homotopy groups. This book will be of great value to mathematicians.