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# Incompleteness Ex Machina | ||
## Abstract | ||
In this essay we’ll prove Gödel’s incompleteness theorems twice. First, we’ll prove them the good | ||
old-fashioned way. Then we’ll repeat the feat in the setting of computation. In the process we’ll discover | ||
that Gödel’s work, rightly viewed, needs to be split into two parts: the transport of computation into the | ||
arena of arithmetic on the one hand and the actual incompleteness theorems on the other. After we’re | ||
done there will be cake. |