Colorful pictures and simple rhyming texts help children guess what's peeking through the die-cut windows in these two fun board books. The anticipation of what's hiding on the next page and th bright, engaging illustrations will keep youngsters guessing and giggling all the way to the suprise endings.

哈珀·李，1926年生于美国亚拉巴马州的门罗维尔。童年就读于当地的学校，后在亚拉巴马大学攻读法律。与著名作家杜鲁门·卡波特是从小的至交，《杀死一只知更鸟》中的迪尔，就是以他为原型的。 曾获包括普利策奖在内的多个文学奖项，并被授予总统自由勋章，多次受到总统的接见。《杀死一只知更鸟》更是入选“塑造美国的88本书”。 多年来一直隐居在老家，拒绝媒体采访和各种社会活动，终生未婚。 2016年，在位于门罗维尔的家中去世，享年89岁。

From Harper Lee comes a landmark new novel set two decades after her beloved Pulitzer Prize-winning masterpiece, To Kill a Mockingbird. Maycomb, Alabama. Twenty-six-year-old Jean Louise Finch--"Scout"--returns home from New York City to visit her aging father, Atticus. Set against the backdrop of the civil rights tensions and political turmoil that were transforming the South, ...(展开全部)

Hobbyists, newcomers, and professionals alike can benefit from a fast, modern language; all you need is the right resource! Get Programming with Go provides a hands-on introduction to Go language fundamentals, serving as a solid foundation for your future programming projects. You'll master Go syntax, work with types and functions, and explore bigger ideas like state and concur...(展开全部)

An historic literary event: the publication of a newly discovered novel, the earliest known work from Harper Lee, the beloved, bestselling author of the Pulitzer Prize-winning classic, To Kill a Mockingbird. Originally written in the mid-1950s, Go Set a Watchman was the novel Harper Lee first submitted to her publishers before To Kill a Mockingbird. Assumed to have been lost, t...(展开全部)

（恋をしている、恋をしてから）アパートが隣り同士の大学の先輩×後輩 （好きまで待てない）バイトの後輩×先輩 （１クール）俳優×押しかけマネージャ（高校の先輩後輩） （表題作、その後）家が隣りで幼馴染の高校生×大学生

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)