London Fields is Amis's murder story for the end of the millennium. The murderee is Nicola Six, a "black hole" of sex and self-loathing intent on orchestrating her own extinction. The murderer may be Keith Talent, a violent lowlife whose only passions are pornography and darts. Or is the killer the rich, honorable, and dimly romantic Guy Clinch?

London Fields is Amis's murder story for the end of the millennium. The murderee is Nicola Six, a "black hole" of sex and self-loathing intent on orchestrating her own extinction. The murderer may be Keith Talent, a violent lowlife whose only passions are pornography and darts. Or is the killer the rich, honorable, and dimly romantic Guy Clinch? "A comic murder mystery, an ap...(展开全部)

London Fields is Amis's murder story for the end of the millennium. The murderee is Nicola Six, a "black hole" of sex and self-loathing intent on orchestrating her own extinction. The murderer may be Keith Talent, a violent lowlife whose only passions are pornography and darts. Or is the killer the rich, honorable, and dimly romantic Guy Clinch?

In this book, Victor Turner is concerned with various kinds of social actions and how they relate to, and come to acquire meaning through, metaphors and paradigms in their actors' minds; how in certain circumstances new forms, new metaphors, new paradigms are generated. To describe and clarify these processes, he ranges widely in history and geography: from ancient society thro...(展开全部)

Product Description Claire Keegan’s brilliant debut collection, Antarctica, was a Los Angeles Times Book of the Year, and earned her resounding accolades on both sides of the Atlantic. Now she has delivered her next, much-anticipated book, Walk the Blue Fields, an unforgettable array of quietly wrenching stories about despair and desire in the timeless world of modern-day Irela...(展开全部)

Galois modules over local and global fields form the main subject of this monograph, which can serve both as a textbook for students, and as a reference book for the working mathematician, on cohomological topics in number theory. The first part provides the necessary algebraic background. The arithmetic part deals with Galois groups of local and global fields: local Tate duali...(展开全部)