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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.
Declare business objects and log slices in xml files:
讲述了几个年轻人共同经历的发生在清宫里的妙趣横生曲折离奇的奇葩生活。堪称史上最狂,最霸气,最正能量版还珠格格! 秒杀‘赵薇’‘林心如’版 让你笑出深度,乐出内涵!
泥鳅娘便牵着小葱,秦淼跟在后面,顺着走道进入正房东屋。
电视动画《怪人开发部的黑井津》改编自水崎弘明原作同名漫画作品,于2021年7月7日相关报道动画化决定。
  这一对看似毫不相干、性格完全不合的男女,却因为两个孩子而被命运神奇地绑在一起。原来羽平的哥哥因车祸过世后,留下了一对无依无靠的子女——昱霏和昱霆。他们虽然年纪小,却是古灵精怪得连羽平都无法招架,更气人的是,羽平请来的保姆不是被这两个孩子气哭吓跑,就是莫名其妙地爱上了羽平。羽平在无计可施之下,只好委托他的秘书杨朵找一个能符合他要求的保姆,薪水极为丰厚。
在巴黎不久的将来,科技已征服最后的领域:破译真爱。通过深入分析用户的大脑数据,全新的约会应用“OSMOSIS”可以找到百分百匹配的完美对象,使“灵魂伴侣”这一概念变成现实。但是,让计算机算法决定你的一生挚爱是否需要付出代价?在换取永恒不朽的爱情时,技术可以访问你大脑的至深之处,以及心底最深的秘密…
当然了在适合砍劈方面,环首刀更是具有几大优势。
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  Season 4, Episode 7: The Hound of the Baskervilles《巴什克维尔的猎犬》31 August 1988

电视剧《美人为馅3》将于12月上线,在《美人为馅》第三季剧情中,韩沉、白锦曦、徐司白恢复记忆,徐司白是七人团领导者S的真实身份也将曝光,七人团也被黑盾组个个击破。
这部电视剧描写的是,由于父母的再婚而在法律关系上成为兄妹的男女主人公陷入命运般爱情的故事。
パパラッチ 木村拓哉 川合千春
习惯公司生活的爷爷为了孙女做了PTA的副会长,困难不断,笑与泪并存的PTA奋斗记
事事的开始有些出人意表,务农为生的丁大福一家,住在偏僻的农村,长子丁有田在一次抽奖时,幸运得到一座豪华房子,一家人得以从落后的农村搬到豪华、现代的城市,本来平静简单的生活一下子变得翻天覆地,因此也产生了不少意想不到的趣事,但在多姿多彩的生活中,丁家每一个成员渐渐迷失本性,甚至引发了矛盾,最后演变成四分五裂,家不成家……经过一连串的考验后,他们终于明白,原来幸福快乐是建立在融洽的家庭中,而不是一座豪华舒适、但没有感情的房子,一家人只要心连心,互相关怀,才会是一个真正的幸福!
《我们这一班》强纳森虽然才年仅12岁,但却已经住过了6个寄宿学校……他最后的机会是去以男孩唱诗班闻名全球的『汤玛士学院』-对强纳森而言,再也没有比这里更好的地方了!强纳森很快地跟他在『汤玛士学院』的室友们变成好朋友,他们带强纳森去他们的秘密基地「一个废弃的公车」。
因车祸去世的苏小沐,本应归于尘土,却因放不下自己的三个闺蜜,不肯轮回转世,默默守护在她们身旁。一直相安无事,直到尹杰溪的出现,尹杰溪是闺蜜公司新上任的部门经理,严肃高傲的他上任第一天就拿三个闺蜜开刀,痛斥她们业绩水平糟糕。看到三个闺蜜受了委屈,苏小沐遵循帮亲不帮理的原则,决定给尹杰溪点苦头吃,合同上出现卡通画像、热水倾头而下、半夜突然现身……制造一系列乌龙事件,让尹杰溪的工作与生活再无安宁
  讲述了忍者神龟与蝙蝠侠跨时空相遇,他们本都是默默守护正义的使者。然而在铲除罪恶的过程中蝙蝠侠和忍者神龟产生了误解,经过一系列打斗后,解除彼此的误解,共同作战,守护城市的和平以及人们的安全。
1945年7月,苏联军事专家加夫里尔(罗飞),携重要情报到中国,途中被日军劫持。国民党派马龙川带领的特别行动队营救惨遭失败。与此同时,八路军王文渊受命与黑狐突击队精锐汇合,经历重重艰险,将罗飞成功营救。