斯蒂芬·金 1947年生于美国缅因州波特兰市，后在缅因大学学习英语文学。1973年出版第一部长篇小说《魔女嘉莉》，随即大获成功。迄今已出版40多部长篇小说和200多篇短篇小说，代表作有《肖申克的救赎》《它》《重生》《睡美人》《守夜》等，被《时代》周刊誉为“无可争议的惊悚小说大师”。有超过百部影视作品取材或改编自他的小说。2003年获美国国家图书基金会颁发的“杰出贡献奖”，2004年获“世界奇幻文学奖”的“终身成就奖”，2007年获美国推理作家协会“爱伦·坡奖”的“大师奖”。 《世事无常》是他2002年出版的短篇小说集，14个故事中有11个曾被改编为影视剧。其中，《黑衣人》获欧·亨利短篇小说奖，《骑弹飞行》创下24小时售出电子书40万册的成绩，把斯蒂芬·金送上了《时代》周刊的封面。

简介：无限流题材可能，有一点点的恐怖，但是不会很恐怖，因为作者也怕，胆小也可看暂定副本【惊悚童真幼儿园】白切黑.精致美人.胆子贼小.但爱装B.擅长伪装.X 有点疯.前期拽哥.怼天怼地.后期骚话连篇（简介就这样吧，不会写简介【捂脸】）

A comprehensive and modern account of the structure and classification of Lie groups and finite-dimensional Lie algebras, by internationally known specialists in the field. This Encyclopaedia volume will be immensely useful to graduate students in differential geometry, algebra and theoretical physics.

This book is intended for a one year graduate course on Lie groups. Rather than providing a comprehensive treatment, the author emphasizes the beautiful representation theory of compact groups. However, this book also discusses important topics such as the Bruhat decomposition and the theory of symmetric spaces.

This book is intended for a one year graduate course on Lie groups and Lie algebras. The author proceeds beyond the representation theory of compact Lie groups (which is the basis of many texts) and provides a carefully chosen range of material to give the student the bigger picture. For compact Lie groups, the Peter-Weyl theorem, conjugacy of maximal tori (two proofs), Weyl ch...(展开全部)

Newlyweds Tricia and Ethan are searching for the house of their dreams. But when they visit the remote manor that once belonged to Dr. Adrienne Hale, a renowned psychiatrist who vanished without a trace four years earlier, a violent winter storm traps them at the estate… with no chance of escape until the blizzard comes to an end. In search of a book to keep her entertained unt...(展开全部)

This book is intended for a one year graduate course on Lie groups. Rather than providing a comprehensive treatment, the author emphasizes the beautiful representation theory of compact groups. However, this book also discusses important topics such as the Bruhat decomposition and the theory of symmetric spaces.