1) There are hardware implementations of intelligent agents. Find in the literature instances of intelligent agents as software. Compare and contrast these two implementations.
2) The computer has opened a new method for mathematical examination. Up until now every mathematical proof was based on previous theorems and their proofs. Now, instead of proving a theorem, we have the possibility of trying all of its individual cases, provided their number is not infinite. Some label this approach as "the end of the proof" and accept this to be as good as an analytical proof. What is your opinion? Would you accept this or do you find this method inferior to a formal proof?