Hi folks,

Here is an interesting interview of Scott Aaronson on philosophy, science,
math and research. The interview ends with the following excerpt which
caught my eye.

Regards,
Ifti


http://intelligence.org/2013/12/13/aaronson/

Q: <snip> Which object-level thinking tactics, at roughly this level of
specificity, do you use in your own theoretical (especially *philosophical*)
research? Are there tactics you suspect might be helpful, which you haven’t
yet used much yourself?

Scot: <snip> Finally, you ask about tactics that I suspect might be
helpful, but that I haven’t used much myself. One that springs to mind is
to really master a tool like Mathematica, MATLAB, Maple, or Magma — that
is, to learn it so well that I can code as fast as I think, and just let it
take over all the routine / calculational / example-checking parts of my
work. As it is, I use pretty much the same antiquated tools that I learned
as an adolescent, and I rely on students whenever there’s a need for better
tools. A large part of the problem is that, as a “tenured old geezer,” I no
longer have the time or patience to learn new tools just for the sake of
learning them: I’m always itching just to solve the problem at hand with
whatever tools I know. (The same issue has kept me from learning new
mathematical tools, like representation theory, even when I can clearly see
that they’d benefit me.)

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