front cover of Fields and Rings
Fields and Rings
Irving Kaplansky
University of Chicago Press, 1972
This book combines in one volume Irving Kaplansky's lecture notes on the theory of fields, ring theory, and homological dimensions of rings and modules.

"In all three parts of this book the author lives up to his reputation as a first-rate mathematical stylist. Throughout the work the clarity and precision of the presentation is not only a source of constant pleasure but will enable the neophyte to master the material here presented with dispatch and ease."—A. Rosenberg, Mathematical Reviews
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A Gateway to Sindarin
A Grammar of an Elvish Language from JRR Tolkien's Lord of the Rings
David Salo
University of Utah Press, 2004

From the 1910s to the 1970s, author and linguist J. R. R. Tolkien worked at creating plausibly realistic languages to be used by the creatures and characters in his novels. Like his other languages, Sindarin was a new invention, not based on any existing or artificial language. By the time of his death, he had established fairly complete descriptions of two languages, the "elvish" tongues Quenya and Sindarin. He was able to compose poetic and prose texts in both, and he also constructed a lengthy sequence of changes for both from an ancestral "proto-language," comparable to the development of historical languages and capable of analysis with the techniques of historical linguistics.

In A Gateway to Sindarin, David Salo has created a volume that is a serious look at an entertaining topic. Salo covers the grammar, morphology, and history of the language. Supplemental material includes a vocabulary, Sindarin names, a glossary of terms, and an annotated list of works relevant to Sindarin. What emerges is an homage to Tolkien's scholarly philological efforts.

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The Gold in the Rings
The People and Events That Transformed the Olympic Games
Stephen R. Wenn and Robert K. Barney
University of Illinois Press, 2019
Once a showcase for amateur athletics, the Olympic Games have become a global entertainment colossus powered by corporate sponsorship and professional participation. Stephen R. Wenn and Robert K. Barney offer the inside story of this transformation by examining the far-sighted leadership and decision-making acumen of four International Olympic Committee (IOC) presidents: Avery Brundage, Lord Killanin, Juan Antonio Samaranch, and Jacques Rogge. Blending biography with historical storytelling, the authors explore the evolution of Olympic commercialism from Brundage's uneasy acceptance of television rights fees through the revenue generation strategies that followed the Salt Lake City bid scandal to the present day. Throughout, Wenn and Barney draw on their decades of studying Olympic history to dissect the personalities, conflicts, and controversies behind the Games' embrace of the business of spectacle.

Entertaining and expert, The Gold in the Rings maps the Olympics' course from paragon of purity to billion-dollar profits.

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The International Relations of Middle-earth
Learning from The Lord of the Rings
Abigail E. Ruane and Patrick James
University of Michigan Press, 2012

Based on their successful undergraduate course at the University of Southern California, Abigail E. Ruane and Patrick James provide an introduction to International Relations using J. R. R. Tolkien's fantastically popular trilogy The Lord of the Rings. Because Tolkien's major themes---such as good versus evil and human agency versus determinism---are perennially relevant to International Relations, The Lord of the Rings is well suited for application to the study of politics in our own world. This innovative combination of social science and humanities approaches to illustrate key concepts engages students and stimulates critical thinking in new and exciting ways.

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Rings with Minimum Condition
By Emil Artin, Cecil J. Nesbitt, Robert M. Thrall
University of Michigan Press, 1946
Dealing with algebraic ring theory, this book was written for mathematicians who are familiar with groups, rings, fields, and their properties. Concepts such as vector spaces, matrix representations, simple rings, and semisimple rings are considered.
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