Neuroscientist and debut novelist Genova mines years of experience in her field to craft a realistic portrait of early onset Alzheimer's disease. Alice Howland has a career not unlike Genova's—she's an esteemed psychology professor at Harvard, living a comfortable life in Cambridge with her husband, John, arguing about the usual (making quality time together, their daughter's m...(展开全部)

In Lisa Genova’s extraordinary New York Times bestselling novel, an accomplished woman slowly loses her thoughts and memories to Alzheimer’s disease—only to discover that each day brings a new way of living and loving. Now a major motion picture starring Julianne Moore, Alec Baldwin, Kate Bosworth, and Kristen Stewart! Alice Howland, happily married with three grown children an...(展开全部)

In Lisa Genova’s extraordinary New York Times bestselling novel, an accomplished woman slowly loses her thoughts and memories to Alzheimer’s disease—only to discover that each day brings a new way of living and loving. Now a major motion picture starring Julianne Moore, Alec Baldwin, Kate Bosworth, and Kristen Stewart! Alice Howland, happily married with three grown children an...(展开全部)

Neuroscientist and debut novelist Genova mines years of experience in her field to craft a realistic portrait of early onset Alzheimer's disease. Alice Howland has a career not unlike Genova's—she's an esteemed psychology professor at Harvard, living a comfortable life in Cambridge with her husband, John, arguing about the usual (making quality time together, their daughter's m...(展开全部)

This book is designed for readers who know elementary mathematical logic and axiomatic set theory, and who want to learn more about set theory. The primary focus of the book is on the independence proofs. Most famous among these is the independence of the Continuum Hypothesis (CH); that is, there are models of the axioms of set theory (ZFC) in which CH is true, and other models...(展开全部)

This introduction to modern set theory covers all aspects of its two main general areas: classical set theory including large cardinals, infinitary combinatorics, desriptive set theory, and independence proofs starting with Goedel's proof around 1938 followed by Cohen's proof in 1963, whereby Cohen's method of forcing probably had a greater influence on mathematics. The author'...(展开全部)

This introduction to modern set theory covers all aspects of its two main general areas: classical set theory including large cardinals, infinitary combinatorics, desriptive set theory, and independence proofs starting with Goedel's proof around 1938 followed by Cohen's proof in 1963, whereby Cohen's method of forcing probably had a greater influence on mathematics. The author'...(展开全部)

This book is designed for readers who know elementary mathematical logic and axiomatic set theory, and who want to learn more about set theory. The primary focus of the book is on the independence proofs. Most famous among these is the independence of the Continuum Hypothesis (CH); that is, there are models of the axioms of set theory (ZFC) in which CH is true, and other models...(展开全部)

海贝卡·朵特梅（Rébecca Dautremer）1971 年生于法国盖普（Gap），现定居巴黎。年轻时，朵特梅对摄影充满热情，曾梦想成为出色的摄影师或设计师。就读巴黎国立高等装饰艺术学院期间，教授们很快就看出她的绘画才华，鼓励她从事青少年绘本创作。1996年，朵特梅 发表处女作《山羊与大野狼》，让我们看到一位与众不同的插画师。朵特梅画工极其细腻，用色丰富而浓郁，画面充满梦幻色彩。 可以黑色，可以甜美可以雀跃，可以伤感可以优雅写意，可以讽世深省。多变的题材，细腻的画风，让想像不设限，触动心灵最深层的感动。有《被遗忘的公主》 》《爱丽丝梦游奇境》 《拇指男孩的秘密日记等代表作的绘本画家海贝卡·朵特梅透过一幅幅迷人的画作，搭配跳脱逻辑框架、全面颠复想像的故事情境，让思绪在天马行空的绘本世界里尽情奔放！

‘Of course that’s how it begins: a harmless fairy tale to pass the hours’ When Alice Liddell Hargreaves met Peter Llewelyn Davies at the opening of a Lewis Carroll exhibition in 1932, the original Alice in Wonderland came face to face with the original Peter Pan. In John Logan’s remarkable new play, enchantment and reality collide as this brief encounter lays bare the lives of ...(展开全部)