<p>Types are specifications whose semantics is explained in terms of computation, which is thus conceptually prior.  Realizability is a way of explaining the semantics of types.</p>

Types are specifications whose semantics is explained in terms of computation, which is thus conceptually prior. Realizability is a way of explaining the semantics of types.

<p>Types are specifications whose semantics is explained in terms of computation, which is thus conceptually prior.&nbsp; Realizability is a way of explaining the semantics of types.</p>

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Aaron Stump talks about type theory, computational logic, and related topics in Computer Science on his short commute.

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More on Computation First, and Basic Idea of Realizability

More on Computation First, and Basic Idea of Realizability

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