Recent content by santiagorf

I see, this works for subsets of R^n

My problem is that the space X= (0,1) is not sequentially compact and compact at the same time. It is not sequentially compact: If we define the sequence (\frac{1}{n}) we can show that it is not sequentially compact as the sequence converges to 0, but 0 \notin X. It is compact: On the other...