……提到的，给 u/pmiller2 看），如果孩子喜欢数字的话。这大概是这本书的主线——它讲述了你可以用数字做出那些美妙（然而往往非常初等且自然）的事情。如果孩子对平面几何感兴趣，可以看看考克瑟特和格雷策合著的《几何再探》（Geometry Revisited）和/或洪斯伯格的《十九和二十世纪欧几里得几何篇章》（Episodes in Nineteenth and Twentieth Century Euclidean Geometry）。这是一个田园诗般的课题，非常适合独立探索……
…mentioned for u/pmiller2) if the kid likes numbers. That's perhaps the guiding thread of the book -- it's about the beautiful (yet usually very elementary and natural) things you can do with numbers. Geometry Revisited by Coxeter and Greitzer and/or Episodes in Nineteenth and Twentieth Century Euclidean Geometry by Honsberger if the kid is into plane geometry. It's an idyllic subject, great for independent exploration,…
…Counting (Niven) * Introduction to Probability Theory (Hoel) * The Little Schemer (Friedman) The proceed to more advanced texts like: * Naive Set Theory (Halmos) * Linear Algebra Done Right (Axler) * Geometry Revisited (Coxeter) * Infinitesimal Calculus (Keisler) * Concrete Mathematics (Graham) * Information Theory, Inference and Learning (MacKay) * SICP (Abelson)
……提到的，给 u/pmiller2 看），如果孩子喜欢数字的话。这大概是这本书的主线——它讲述了你可以用数字做出那些美妙（然而往往非常初等且自然）的事情。如果孩子对平面几何感兴趣，可以看看考克瑟特和格雷策合著的《几何再探》（Geometry Revisited）和/或洪斯伯格的《十九和二十世纪欧几里得几何篇章》（Episodes in Nineteenth and Twentieth Century Euclidean Geometry）。这是一个田园诗般的课题，非常适合独立探索……
…mentioned for u/pmiller2) if the kid likes numbers. That's perhaps the guiding thread of the book -- it's about the beautiful (yet usually very elementary and natural) things you can do with numbers. Geometry Revisited by Coxeter and Greitzer and/or Episodes in Nineteenth and Twentieth Century Euclidean Geometry by Honsberger if the kid is into plane geometry. It's an idyllic subject, great for independent exploration,…
……计数（Niven） * 概率论导论（Hoel） * The Little Schemer（Friedman） 然后进阶到更高级的书籍，比如： * 朴素集合论（Halmos） * 线性代数应该这样学（Axler） * 几何再探（Coxeter） * 无穷小微积分（Keisler） * 具体数学（Graham） * 信息论、推理与学习算法（MacKay） * SICP（Abelson）
…Counting (Niven) * Introduction to Probability Theory (Hoel) * The Little Schemer (Friedman) The proceed to more advanced texts like: * Naive Set Theory (Halmos) * Linear Algebra Done Right (Axler) * Geometry Revisited (Coxeter) * Infinitesimal Calculus (Keisler) * Concrete Mathematics (Graham) * Information Theory, Inference and Learning (MacKay) * SICP (Abelson)