Toward SMT-Based Refinement Types in Agda
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Dependent types offer great versatility and power, but developing proofs with them can be tedious and requires considerable human guidance. We propose to integrate Satisfiability Modulo Theories (SMT)-based refinement types into the dependently-typed language Agda in an effort to ease some of the burden of programming with dependent types and combine the strengths of the two approaches to mechanized theorem proving.
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