回覆:Help, about specialties in the university
8-13
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回复 @lizhenxuan:Rememberance is necessary, but understanding the law is more important than it. Understand how does it work, understand the structure of analyse and use the structure, then you can remember more things.
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回覆:Help, about specialties in the university
8-13
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回复 @lizhenxuan:Last for important things... the most important thing is that learn to learn by yourself. In my university era, I skipped almost of all my courses to read books. (Otherwise I cannot have enough time.)
By the way, many regulations of... |
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回覆:Help, about specialties in the university
8-13
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回复 @啊啊是谁都对:OK, I know! Besides, does it need to remember lots of things? I am not good at remembering.
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回覆:Help, about specialties in the university
8-13
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回复 @lizhenxuan:And as for the empoloyment vision... honestly unless you aim at public servant positions (Law major can have more positions, especially you can try the court system and procuratorial system (because law profession certficare is ne...
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回覆:Help, about specialties in the university
8-13
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回复 @lizhenxuan:Welp, law profession certficare can be regarded one of the most important things if you wanna find a job. And law learning... if you just wanna find a job, it's not hard as long as you spend three years engaged in knowledge (not only t...
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回覆:【Weekly Topic 2025.08.10】Anniversary Bash Brainstorm
8-13
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回复 @lizhenxuan:That's a sad story. But don't worry, the anniversary bash can last about one week (estimated)
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回覆:【Weekly Topic 2025.08.10】Anniversary Bash Brainstorm
8-13
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回复 @啊啊是谁都对:Yes, something like this. I will leave for my school tomorrow. I will stay at school for 5 days and 1 day off. But there is going to be a exam about one week later so I am not sure whether I will be at home at anniv...
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666 [圖片]
8-13
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回覆:Help, about specialties in the university
8-13
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Thank you! Can you tell me about your feeling of law learning(I once hear that law is a challenging subject), the empoloyment vision, and other important things about it?
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回覆:【AI生成】G(TREE3)和TREE(G64)哪个更大?
8-13
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1. 理解基本概念
首先,我们需要明确几个关键概念:TREE函数、Graham数(G64)和G函数。 TREE函数 TREE函数是组合数学中一个极其快速增长的函数。TREE(n)表示满足某些特定条件的n-标记树的序列的最大长度。具体来说: • TREE(1) = 1 • TREE(2) = 3 • TREE(3) 是一个非常大的数,远远超过许多其他大数,如Graham数。 TREE(3)之所以著名,是因为它比许多其他大数(如葛立恒数)大得多,以至... |
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