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1:55 AM
(b) is the required denial. Am I correct?
 
@ManeeshNarayanan yes
 
 
1 hour later…
3:08 AM
okay. Thank you.
@LeakyNun
 
 
13 hours later…
5:17 PM
@LeakyNun Incidentally, I posted about that 1.5 years ago:
4
A: How can know if a proof technique can actually prove something? Specifically, induction

user21820Your question can be made precise in a variety of different ways, but you first need to know logic and Peano Arithmetic (PA). (You can skip these links if you understand the rest of this post.) $\def\nn{\mathbb{N}}$ $\def\t#1{\text{#1}}$ $\def\place#1{\,\boxed{#1}\,}$ $\def\code#1{\underline{#1}}...

=P
 

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