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.
Elizabeth Thatcher, a young school teacher from a wealthy Eastern family, migrates from the big city to teach school in a small coal mining town in the west.
北魏文孝帝大和年间，北国突厥可汗吐利大肆兴兵，谋图中原。
陈广陵原本家境殷实，其父早逝却不学无术整日与江湖骗子大头文鬼混，茅山派掌门派大弟子祁秀美企图加害潘馗。被龙虎山掌门凌啸天得知消息，命侄女凌彩月下山，欲联同其师兄潘馗除魔，没料到二人性格不合，时生争执，屡误大事，岂料彩月与潘馗徒弟陈广陵二人暗生情愫。
三人忙抱拳应是。
一个小镇社区齐心协力，采取一切必要手段，从中根除海L因流行。
教授和他的团队再次重聚，这次的目标是西班牙银行，他们将以大胆而危险的新计划解救里约。抵抗仍在继续。
随后，陈启向林白说了网站的大概内容。
金沙滩上迎来了八万落草好汉，断金亭上聚来各路豪杰。聚义梁山的一百零八将，个个性格迥异，光彩照人。他们或是智能超群，有勇有谋，或是除暴安良，行侠仗义，或是大义凛然，忘我行义的好
Big Brother, do you think we will seriously calculate this? It is good to be optimistic about the fighting force directly. It is useless to care too much about DOTA to calculate this. After the calculation, the opposite side has gone away.
(3) Position 149
越王尹旭和齐王韩信不是在临淄城下殊死相搏吗？这到底是怎么一回事……冒顿单于有些抓狂了………………………………………………………………其实此事还是要从当日临淄城下，尹旭与韩信的那场会面说起。
天才少年画家顾夜白（陈若轩饰）创伤性心理疾病发作，眼里的世界失去了颜色。他正准备国际美术大赛金奖的画稿，变故令他十分焦虑。他偶遇阳光女孩路悠言（安悦溪饰），在她的帮助下慢慢调整心态，完成了自己的美术梦。可就在顾夜白和路悠言经历一段段磨炼，即将收获美丽爱情时，路悠言得上司赏识，获得了去巴黎的机会，而和她一样患病的表哥却传来了病危的消息，两人的爱情遭遇现实考验。除了爱情外，顾夜白、路悠言等这一群年轻人面临毕业的大四人生还有太多太多需要考虑的现实问题，社会充满了各种机遇，同时也有未知，年轻人们用青春的画笔书写着各自的心与灵魂。
On one occasion, the chief contractor of the project had a conflict with the boss of the company and sent thugs to the construction site to prevent the construction. The boss panicked and did not know how to deal with it. "(Solving problems) is my mission." Recalling the incident, Allie's words were still full of murderous look. She found dozens of retired armed police, armed with electric batons and equipment, and the "thugs" were scared away before they started work.
If an application uses a large number of objects, and a large number of these objects cause a large storage overhead, it should be considered. Also, most of the states of the object are external states. If you delete the external states of the object, you can replace many groups of objects with relatively few shared objects, or you can consider using the meta-sharing mode.
一次偶遇，让两个人一见钟情，两人彼此承诺下一次一定要在一起，她为了这个承诺来到了加拉加斯工作，他也为了这个承诺来加拉加斯打拼，只为了这个承诺，可是，两人再相遇时候，他已经是一个已婚男人，他却成为自己舅舅的未婚妻，偏偏在他们之间的背后，有一个人默默盯着这一切，也盯着这片富人区的一切，挑拨离间，阴谋暗算，枪杀，暗杀，一次次跟随这他们两个和周围人，偏偏这个人还在他们身边若隐若现，小心，你身边的人就是要暗算你的人！
Fire emergency
第四季的剧情会围绕变成吸血鬼的Elena展开。变身让她想起了和之前被Damen抹去的记忆，这会是她和Stefan的关系产生新的裂痕。附身到Tyler身上的klaus和Caroline之间到底有怎样的进展？真正的Tyler又去哪了呢？Elena在知道真相后又会有怎样的举动？而Jeremy面对变成吸血鬼的姐姐会有什么反应，Elena自己又如何接受这样的事实呢？
Create a new "JuiceMaker" class under Packge "pojo":
