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20 June, 2010 in Set Theory. Its been a little while since I last posted here, mostly due to laziness. However, I find myself a little rich with time at the moment, so I will try to pick up where I left off. In the last post, Heath left a comment pointing out that I may have been a little hasty, and that not properly introducing the Cantor set. First, we recall a little background. An interval. Of real numbers is a set of numbers with the property that if two numbers lie in. An open interval,. If the na.

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20 June, 2010 in Set Theory. Its been a little while since I last posted here, mostly due to laziness. However, I find myself a little rich with time at the moment, so I will try to pick up where I left off. In the last post, Heath left a comment pointing out that I may have been a little hasty, and that not properly introducing the Cantor set. First, we recall a little background. An interval. Of real numbers is a set of numbers with the property that if two numbers lie in. An open interval,. If the na.

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The site had the following in the homepage, "20 June, 2010 in Set Theory." I noticed that the web site stated " Its been a little while since I last posted here, mostly due to laziness." They also stated " However, I find myself a little rich with time at the moment, so I will try to pick up where I left off. In the last post, Heath left a comment pointing out that I may have been a little hasty, and that not properly introducing the Cantor set. First, we recall a little background. Of real numbers is a set of numbers with the property that if two numbers lie in."

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