Searching for "An Introduction to Dependent Type Theory." – sorted by Relevance.
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Dependent Types with Explicit Substitutions: A meta-theoretical development
- and weak normalization. 1 Introduction The Dependent Type theory, namely \Pi , is introduced in [12
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Translating Dependent Type Theory into Higher Order Logic
- ) topos (as formulated by Phoa). 1 Introduction In dependent type theory (DTT, for short) terms may occur
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Inductive families need not store their indices
- . 1 Introduction Dependent type theory provides programmers with more than an integrated logic
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A type-theoretic framework for formal reasoning with different logical foundations
- mathematics and an impredicative one in the verification of security protocols. 1 Introduction Dependent type
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Dependent Types With Subtyping and Late-Bound Overloading
- in more detail. 2.1 Logic encodings The first order dependent type theory \Pi [HHP93] (see Section 3
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Aufgabensteller: Betreuer:
- efforts to extend their use to functional programming languages. Dependent type theories allow programming
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Defining and reasoning about recursive functions: a practical tool for the coq proof assistant
- on two case studies. 1 Introduction Dependent type theory provides a powerful language in which programs
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