The Wizard of The Kremlin

The narrative of the progression of the ‘horse family’ through geological time, from dog-sized fruit-eating animals with four toes on their front and three toes on their hind legs, to the valiant long-legged, single-toed modern grazing horses, beloved by racing enthusiasts, is the poster child of evolution. However, like the rhinos or tapirs, the horse-like zebras, wild asses, kulans, kiangs, onagers, and the real horses are often portrayed as being past their evolutionary peak as compared to the more recently evolved ruminants (especially bovids and deer) which now dominate the grazing niche. That story of a species group over its evolutionary zenith is compelling, but anyone who has travelled in the remote savannas of Africa or the cold wild deserts of Central Asia is awed with herds of glorious animals that clearly do not ruminate. It appears as though these, so-named ‘hind-gut fermenters’, are perhaps much better adapted to these environments than one is led to believe. The purpose of this book is to dispel the myth of the inferior Equidae by describing, and investigating, the evolutionary and ecological journey of the horse family in all its glory.

From bioarchaeologist and bestselling author of River Kings, a gripping new history of the making of England as a nation, told through six bone chests, stored for over a thousand years in Winchester Cathedral.

From a bold new historian comes a vibrant history of Rome as seen through its most influential persona throughout the centuries: the pope.

Its rule of law crisis, the European Union could solve it on its own. In her thought-provoking book, Ramona Coman shows why the EU is largely failing in this enterprise. Analysing the politics of the rule of law of the political EU institutions and of civil society, but leaving out the Court, Coman traces the roots of the current age of dissensus. Whether the reliance on conditionality rather helps or harms for the future, one wonders. Highly recommended reading!

This book gives a brief treatment of the equivariant cohomology of the classical configuration space F(ℝ^d,n) from its beginnings to recent developments. This subject has been studied intensively, starting with the classical papers of Artin (1925/1947) on the theory of braids, and progressing through the work of Fox and Neuwirth (1962), Fadell and Neuwirth (1962), and Arnol'd (1969). The focus of this book is on the mod 2 equivariant cohomology algebras of F(ℝ^d,n), whose additive structure was described by Cohen (1976) and whose algebra structure was studied in an influential paper by Hung (1990). A detailed new proof of Hung's main theorem is given, however it is shown that some of the arguments given by him on the way to his result are incorrect, as are some of the intermediate results in his paper.

When basic researchers started working on semiconductors during the late nineteen thirties and on integrated circuits at the end of the nineteen fifties, they did not know that their work would change the lives of future generations. Very few people at that time recognized the significance of, perhaps, the most important invention of the century. Historians have assigned the invention of integrated circuits to Jack Kilby and Robert Noyce.

Prior to the nineteenth century, algebra meant the study of the solution of polynomial equations. By the twentieth century algebra came to encompass the study of abstract, axiomatic systems such as groups, rings, and fields. This presentation provides an account of the intellectual lineage behind many of the basic concepts, results, and theories of abstract algebra.