Now showing items 1-4 of 4

    • A Logical Relation for Dependent Type Theory Formalized in Agda 

      Öhman, Joakim (2017-02-27)
      When writing proofs, it is desirable to show that one’s proof is correct. With formalising a proof in dependent type theory, it is implied that the proof is correct as long as the type theory is correct. <br><br> This ...
    • Agda on Raspberry Pi 

      Chonavel, Lawerence (2023-10-25)
      This thesis presents an Agda-to-C compiler targeting the Raspberry Pi Pico microcontroller. The compiler implementation includes an unusual choice of run-time algorithm, a Foreign Function Interface generator, and surprisingly ...
    • Formalizing Constructive Quantifier Elimination in Agda 

      Pope, Jeremy (2018-04-04)
      In this thesis a constructive formalization of quantifier elimination is presented, based on a classical formalization by Tobias Nipkow [16]. The formalization is implemented and verified in the programming language/proof ...
    • Formalizing domain models of the typed and the untyped lambda calculus in Agda 

      Lidell, David (2020-12-17)
      We present a domain interpretation of the simply typed and the untyped lambda calculus. The interpretations are constructed using the notion of category with families, with added structure. Specifically, for the simply ...