Tennisatw的博客 - Blog of Tennisatw

财阀作为韩国政治的参与者确实在干政，但财阀与政府的势力不断抗衡，我们不能说财阀主导了政府。
Although the chaebols, as participants in Korean politics, have influenced the government, their power is counterbalanced by the government, making it inaccurate to say the chaebols control the government.

三点几了，饮茶先啦！

公民社会的力量越强，越能影响党/政府的决策，而这也是参与键政的意义。
The stronger the power of civil society, the greater the influence on party/governmental decisions, underlying the significance of engaging in political debates.

强力推荐一本优质教材：《动手学深度学习》。它包含了以下内容：多层感知机，深度神经网络，循环神经网络，卷积神经网络，以及有关深度学习的其他知识点。每一个知识点都会附带一小段代码。有一点难度，不适合纯小白。
Highly recommending a top-quality textbook："Dive into Deep Learning". It covers various topics including multilayer perceptron, deep neural networks, recurrent neural networks, convolutional neural networks, and other concepts related to deep learning. Each topic comes with a snippet of code. It is somewhat challenging and not that suitable for beginners.

...这说明爱与和平不能拯救世界，法治和正义才能
...This highlights that love and peace cannot save the world, but law and justice can.

所有理性人本质上都是相同的，即，遇到相同的事情时，理性的看法只有一种。所以理论上来说，每个人的政见都应该一致。在与理性人讨论政治的过程中，不会有任何冲突。
All rational beings are fundamentally the same, that is, there is only one rational perspective when faced with the same situation. Theoretically, their political views should coincide. There should be no conflict when discussing politics with rational individuals.

曼德勃罗集合是一个在复平面上的分形。定义级数z，z(0)=0，z(n+1)=z^2+c。使得级数z收敛的所有c（复数）的集合即为曼德勃罗集。
The Mandelbrot set is a fractal on the complex plane. It is defined by the series z where z(0)=0 and z(n+1)=z^2+c. The collection of all c (complex numbers) that make the series z converge is the Mandelbrot set.