1. As a math student, I have studied math for four years, and I don't agree with the bibliography you gave at random. First, there is no step type and it is unfriendly to beginners. Your title and the purpose of writing this series are probably for Xiaobai to see. So, may I ask, a Xiaobai needs to see the principle of mathematical analysis? ? Is it necessary to look at Princeton Calculus Principle to learn artificial intelligence? ? In my shallow understanding, the biggest difference between mathematical analysis and advanced mathematics is the same theorem. High numbers only require that they can be used. Mathematical analysis is rigorous and will definitely give proof. However, for the mathematics needed in most artificial intelligence, you need to prove the correctness and completeness of this theorem in your work? ? I'm afraid the project will be closed long ago when you prove it. You replied to me that this is only a bibliography, not a recommended bibliography, but most of the following comments decided to give up when they saw the book list. If you put these books out, it will be instructive to those who read your articles. I think you are misleading people. Second, I have roughly deduced from the number of references you have made that you may not have a framework for the mathematics of the whole artificial intelligence, otherwise there would not have been such irresponsible recommendations. However, out of respect for you, I did not question your ability. I only gave a brief recommendation in the comments on the suitable math bibliography for beginners.
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I. Classification of Design Patterns
匈奴士兵深受震撼，冒顿也是暗暗心惊。
电影《冯梦龙传奇》便是首次将冯梦龙生平事迹搬上大银幕，讲述了冯梦龙从苏州至寿宁、由为文而从政的传奇经历，以其在寿宁的为官经历为主要表现内容，围绕抗倭寇、灭虎患、禁溺女婴、倡导文教等事迹，表现其爱民、务实、清廉的形象。值此中国共产党成立九十六周年之际，影片以冯梦龙丰硕的文化创造、高洁的人生操守、勤廉的为政理念、坚贞的爱国情操及务实爱民的政治作为向党的生日献礼。
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不可预测的未来，接二连三的谜团，以及仿佛永远无法到来的救援队，让幸存者们不知所措……
"Do you mean that these 'dogs' that attacked position 142 are indeed some animals similar in appearance to common dogs?" I said.
上个世纪二三十年代，上海滩出现了无线电台，一时间，上海居民耳目一新，一些私人电台蜂拥而起，不仅播放文娱节目，还负责传递商业业务。阮清恬在学校里学过无线电知识，她因为帮助任浩铭建立电台，从而和任浩铭相识了。任浩铭由于一个误会，迁怒于阮清恬，他将阮清恬最重要的传家宝流苏耳环拿走了。阮清恬必须要拿回耳环。在这过程中，阮清恬凭借她的善良和聪慧，赢得了任浩铭的好感与尊重。最终，阮清恬和任浩铭因为爱情而接受彼此，那对象征着幸福如意的流苏耳环，被任浩铭戴在了阮清恬的耳朵上，他希望幸福和如意永远伴随着这个善良的女人。这一对有情人终成眷属。
1960年，因为自然灾害的缘故，有三千名南方孤儿被送到内蒙古草原，被大爱无疆的蒙古族养父母收养。哥哥朝鲁、妹妹通嘎拉嘎，还有和他们兄妹年龄相仿的毕若水和阿腾花，各有不同的性格，有的豪爽，有的精明，有的温和，他们被不同的家庭收养后，有了不同的人生命运，五十多年的人生经历，他们有的变成富裕的商人，有的成为心系草原的政府官员，有的宅心仁厚行医救人，有的却经历了从铁饭碗到下岗再就业的坎坷，但是他们都在草原上扎下了根，无愧于养父母的养育，无愧于自己的人生。
Episode 13
•管理員（松島菜菜子）
一个被错误指控谋杀的精神病父亲和他可爱的六岁女儿之间的温情故事。改编自2013年韩国电影《7号房的礼物》。
Information Theory: I forget which publishing house it was. It is a very thin book and it is very good. There is a good talk about the measurement of information, the understanding of entropy and the Markov process (there is no such thing in the company now, I'll go back and find it and make it up). Mastering this knowledge, it is good for you to understand the cross entropy and relative entropy, which look similar but easy to confuse. At least you know why many machine learning algorithms like to use cross entropy as cost function ~
还不止是这样。
她以一种难以名状的目光看着杨长帆：他……其实很感激你，但他不肯见你。
Top one, son
北宋末年，宋微宗昏庸无道，宦官当政，民不聊生。山东郓城以宋江为首的三十六人等楸起了风起云涌的农民起义，他们杀富济贫，行侠仗义，令统治阶级闻风丧胆，令广大百姓拍手称快。义军不断挫败官兵的围剿，兵马粮饷不断充实壮大。
韩元帅……可是荥阳前线随时可能遭到楚军威胁，离不开你啊。
一次美国南方家族聚会，促使麦凯伦一家放弃在西雅图忙碌快节奏的生活，前往父亲长大的小镇，那里的人们生活节奏慢，到教堂做礼拜是日常的主要活动。麦凯伦一家并不适应南方内陆的生活，尽管如此，他们也在逐渐了解这个他们不曾在意的大家庭。该剧集由艾美奖得主洛雷塔·迪瓦恩(《实习医生格蕾》《杰洛向前冲》）和蒂亚·莫里（《Sister, Sister》《Instant Mom》)主演。
