You should take axiomatic set theory before taking topology. Many people say that you don’t have to take axiomatic set theory in order to take topology, but I disagree with that idea.
ㅇㄷ(121.142)2023-02-15 01:25
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Your professor will be likely to choose Munkres’ topology. I know that it is a very good book “indeed”. His way of explaining concepts are inarguably excellent, but exercises are hard frankly speaking
ㅇㄷ(121.142)2023-02-15 01:29
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You have to understand why open sets will turn into an element of something. Yes, analysis intuition will help you to digest these kinds of abstractions, but it cannot help you significantly.
ㅇㄷ(121.142)2023-02-15 01:35
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Just give try to study chapter2 on Munkres’. Of course, you always have an adjusting period.
해석학먼저 들으면 좋긴한데 꼭 필요한거 까지는 아님
해석개론 (해석학, 실해석학 개론 등등으로 불림) 듣는 것이 좋음. 학부 위상수학은 유클리드 거리, 보통위상, 해석개론을 일반화 시킨 것이 거의 90%정도일 거임.
ㅋㅋㅋㅋㅋ 드랍기간동안 드랍 안 한다고 해도 문제일텐데
고3때 독학으로 해봤는데 힘들긴했는데 할만하더라고 근데 너는 뭐 선대도 끝내놨으니 나보다는 나을걸?
You should take axiomatic set theory before taking topology. Many people say that you don’t have to take axiomatic set theory in order to take topology, but I disagree with that idea.
Your professor will be likely to choose Munkres’ topology. I know that it is a very good book “indeed”. His way of explaining concepts are inarguably excellent, but exercises are hard frankly speaking
You have to understand why open sets will turn into an element of something. Yes, analysis intuition will help you to digest these kinds of abstractions, but it cannot help you significantly.
Just give try to study chapter2 on Munkres’. Of course, you always have an adjusting period.
우리 학교는 위상 2학년부터 하는데 - dc App