yequalsx

143 ms·

1. 1231.▲
   by yequalsx 17y ago

   I agree with RiderOfGiraffes. You must do. Reading alone won't do the trick but I'm sure you know this. I have found that there are two types of mathematicians. 1. Can not read a theorem without knowing every little detail. 2. Can read
2. 1232.▲
   by yequalsx 17y ago

   I didn't think that your view would be changed. Quite honestly I'm not sure I understand the philosophy behind this. But the fact that there is only one model to the second order axioms of arithmetic (Peano's axioms with induction include
3. 1233.▲
   by yequalsx 17y ago

   Godel did not show that "no moderately complex system can be both complete and consistent". What Godel showed was that a recursively enumerable set of axioms that is rich enough to contain the natural numbers could not be complete and cons
4. 1234.▲
   by yequalsx 18y ago

   That is very interesting. At the college I teach at we have courses for administrative assistants and I thought perhaps you could sell courses that are cheaper and better. Good luck on figuring out how to monetize your site.
5. 1235.▲
   by yequalsx 18y ago

   I have thought about doing something similar but with mathematics. My suggestion would be to package up various tutorials into a course. Instead of static pages I would add videos using Camtasia or Captivate. There are lots of colleges a