🚀 go-pugleaf

In article <4723@ihlpf.ATT.COM> nevin1@ihlpf.UUCP (00704a-Liber,N.J.) writes:
>In article <4039@killer.UUCP> loci@killer.UUCP (loci!clb) writes:
>>Computers are mathematical, and operate best on these problem,
>This is a common fallacy, that computers are inherently mathematical.
>Mathematics is simply one way of abstracting what a computer does.

Actually, if you restricted math to use ASCII [just alphanumeric and a
few other characters], imposed many limitations which would mimic
"storage," "execution time [speed math, your theorems must be proved
quickly],"  "compile" it, you could get math to look to look a lot like
computers.  [Knuth, Mar. 1985 AMM? Mathematicians know the value of
everything and the cost of nothing modified from Perlis's Epigrams].
Consider doing math with $int$ $sum from i = 1 to inf$, etc.  Certainly
doable, but I am only aware of a few systems which can evaluate 2^72-1
(certainly all systems with bc) and this is just a small integer 8-).
This is part of the beauty of math as well as a limitation.

Another gross generalization from

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