The story of Maya Angelou’s extraordinary life has been chronicled in her multiple bestselling autobiographies. But now, at last, the legendary author shares the deepest personal story of her life: her relationship with her mother. For the first time, Angelou reveals the triumphs and struggles of being the daughter of Vivian Baxter, an indomitable spirit whose petite size beli...(展开全部)

The story of Maya Angelou’s extraordinary life has been chronicled in her multiple bestselling autobiographies. But now, at last, the legendary author shares the deepest personal story of her life: her relationship with her mother. For the first time, Angelou reveals the triumphs and struggles of being the daughter of Vivian Baxter, an indomitable spirit whose petite size beli...(展开全部)

The story of Maya Angelou’s extraordinary life has been chronicled in her multiple bestselling autobiographies. But now, at last, the legendary author shares the deepest personal story of her life: her relationship with her mother. For the first time, Angelou reveals the triumphs and struggles of being the daughter of Vivian Baxter, an indomitable spirit whose petite size be...(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)

Review From the reviews of the second edition: "The publication of a second edition gives me a chance to … emphasize what an important book it is. … the book a necessary part of the number theorist’s library. That it’s also well written, clear, and systematic is a very welcome bonus. … There are many goodies here … . it is an indispensable book for anyone working in number theo...(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)

Review From the reviews of the second edition: "The publication of a second edition gives me a chance to … emphasize what an important book it is. … the book a necessary part of the number theorist’s library. That it’s also well written, clear, and systematic is a very welcome bonus. … There are many goodies here … . it is an indispensable book for anyone working in number theo...(展开全部)

These 3 puzzles involve the proof of a basic law governing the world of numbers known to be correct in all tested cases — the problem is to prove that the law is always correct. Includes van der Waerden's theorem on arithmetic progressions, the Landau-Schnirelmann hypothesis and Mann's theorem, and a solution to Waring's problem.