Talk:Piecewise Continuous Function with One-Sided Limits is Bounded

A few points for clarification/information:


 * 1) I had anticipated for Definition:Subinterval to be written, so the link ought to have stayed.
 * 2) I had anticipated for Mapping Bounded on Union iff Bounded on Each Component (perhaps under another title) being written, as it's bound (heh) to come up more often.
 * 3) Please do not place part of a maths expression outside of the dollar signs. It looks incredibly ugly. For example, you can write $\max \left\{{f \left({x_1}\right), \ldots, f \left({x_n}\right)}\right\}$ by \max \left\{{f \left({x_1}\right), \ldots, f \left({x_n}\right)}\right\}. &mdash; Lord_Farin (talk) 10:51, 5 September 2013 (UTC)

1. Lord_Farin, I think I got your meaning at the time. However, when I introduced the word "subinterval", I believed that word to be a proper word to use for an open interval as compared to the corresponding closed interval. Later, I searched the Internet, and it seemed that subintervals are what one gets when one subdivides an interval into several subintervals. I concluded that the word "subinterval" was not the proper term to use, which is why I chose to reformulate and consequently removed Definition:Subinterval.

2. I did not understand that you anticipated for "Mapping Bounded on Union iff Bounded on Each Component" to be written in its own page. I see your point now.

3. I'll try to improve my technical skills, but there are so many technicalities to learn that I am afraid it is going to take some time.

Thanks, Lord_Farin, for your work with correcting the technical problems on the theorem page. Ivar Sand (talk) 08:11, 6 September 2013 (UTC)