2. Exception maintenance
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.
Can't recognize one's own problems
1+1的派对
私立凤翔高等学园的学生们乘坐的客机神秘的事故坠落，
一只小猴子因飞机坠毁独自落入亚马逊丛林中心，他要在丛林中学会生存和保护自己，他需要适应在这未知的世界，神奇的大自然充满精彩，也充斥着敌意……
Statement: Forwarding on behalf of friends does not represent the objective point of this blog.
廖惊北等一批共产党人在陕甘边地区出生入死浴血奋战，从建立小股游击队开始，一步步壮大为主力红军并建立了照金、南梁红色根据地。他们在强大的白色势力的包围下，粉碎了敌人一次次的围剿，屡战屡败、屡败屡战，演绎了一幕幕传奇而悲壮的故事。最后壮大了红军队伍，建立了陕北红色根据地，为迎接中央红军到达陕北做出了巨大的贡献。廖惊北和颜显鸿是一对红色恋人，在艰苦卓绝的年代生生死死，几次离散，最终在敌人炮火之中隔河结为夫妻，结婚仪式刚结束，廖惊北就带领战士冲向前线。
Resource isolation can be regarded as a protective shield for user services. This protective system has extremely powerful data and traffic processing capabilities to filter abnormal traffic and requests for users. For example, for Syn Flood, the shield will respond to Syn Cookie or Syn Reset authentication, filter forged source data packets or attacks of power generation through authentication of data sources, and protect the server from malicious connection erosion. The resource isolation system mainly protects the third and fourth layers of ISO model. The schematic diagram of resource isolation is as follows:
逊帝溥仪仓仓惶惶带着一后一妃逃往了天津，躲进了静园。溥仪自然不甘心末代皇妃就这么着丢了大清的江山，日夜谋划着匡扶大清。那日子是越来越不太平了。国是不国了，家也难保——一后一妃，矛盾重重，因为当年溥仪圈点后妃时，本是先点了文绣为后婉容为妃的，但在四大太妃的干预下，溥仪重新划圈，将两个女人调换了过来。正是这一调换，导致了一场“破天荒的妃子革命”——淑妃文绣不满皇后婉容的刁蛮欺凌，也不满逊帝溥仪九年未蒙一幸的冷落，在表妹齐如玉和大律师黎天民的支持下，毅然逃出静园，奔上民国的法庭，要讨个自由，执意同溥仪打起了离婚官司......
"Weekend Day Voucher"
在《师任堂》中，李英爱将化身朝鲜王朝时期著名女书画家、文学家、诗人“申师任堂”，演绎她不平凡的一生。该人物以其美德、聪慧，以及杰出的艺术造诣被视为韩国女性的典范，其人物形象甚至被印在了2009年正式发行的韩国最大的5万面值韩币上，而5千元韩币上的人物形象则是其儿子李珥— —朝鲜时代著名的儒学家。 据悉，《师任堂》的故事将在朝鲜时代和现代穿梭呈现，而李英爱也将分饰大学美术史讲师和师任堂两个角色。在偶然发现师任堂的日记和神秘的美人图之后，同样由李英爱饰演的美术讲师步入了对“师任堂”这一传奇女性的探秘之旅。
《师任堂》剧方表示“虽然我们不敢说是在策划之初就考虑由李英爱来主演，但她所拥有的古典美和优雅的的形象与师任堂这个人物十分吻合。对于李英爱所塑造的师任堂，即便是想象一下也会为之心动”。 制作方表示该剧将在全部拍摄制作完成后于2017年初播出，敬请期待！
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肃王见谕后，气得浑身发抖：当他家的闺女是什么了，随便就撂开不理？好好的一桩亲事，不知从哪旮旯钻出个皇叔来。
唐梦云所在报社刊发了匿名投递的连载侦探小说《不死鸟》，但不可思议的是小说所写的杀人案件居然一件件真实发生了！刘志文一次遭仇家报复，身心重创，留下罕见的心理和精神疾患。后被卷入离奇连环谋杀案中，分辩不清是他杀己杀，深陷困扰煎熬。
为了完成自己的愿望，洪秀恳求哈将军替自己保守绝症的秘密，并让他帮助咨询眼角膜移植手术的事宜。面对这样的惊天秘密，哈将军被震惊和感动，却无法面对残酷的现实。当苗正欣取下脸上的纱布，看到了这个世界，看到了妈妈，望着已经双目失明却欣慰而笑的妈妈，她震惊了，大喊了声“妈妈”跪倒在地，千言万语，亦无法表达她的心境，周围之人。无不感动泪下。
