It is tautologicallly true; if no such C or Fortran programs exist, the law stands true with a level of complexity above anything written.
But otherwise... how does it hold true? Via some ad hoc string/config parsing logic?
It is tautologicallly true; if no such C or Fortran programs exist, the law stands true with a level of complexity above anything written.
But otherwise... how does it hold true? Via some ad hoc string/config parsing logic?
Works for the famous Arthur C. Clarke quote too: "Any technology that is distinguishable from magic is insufficiently advanced."
This same phenomenon is the reason why John Ousterhout wrote Tcl and the GNU project started Guile.
So you needed more than just a configuration file. You needed a configuration file that could contain code. That's what brings you to Lisp - the ability for a data file to contain code that could be imported and executed by a running program.
Except that Guile is an implementation of Scheme, which is essentially a somewhat minimalist variant of Lisp. So in this case, a real programming language was included intentionally as configuration language.
And this is the same concept as why GNU Emacs is an editor written in Lisp on top of C routines - very similar how data science is often done in Python on top of Numpy and several other packages.