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Cpp 23 Encoding Dependently Typed Constructions Into Simple Type Theory Information Guide

  1. Overview of Cpp 23 Encoding Dependently Typed Constructions Into Simple Type Theory
  2. Core Information
  3. Developments
  4. Full Guide
  5. Future Outlook

Overview of Cpp 23 Encoding Dependently Typed Constructions Into Simple Type Theory

Information [CPP'23] Encoding Dependently-Typed Constructions into Simple Type Theory Update
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Core Information

Information Implementing a Modal Dependent Type Theory News
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Developments

Details TTyped: A Simple Dependently Typed PL Guide
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David McAllester - Dependent Type Theory from the Perspective of Mathematics, Physics, and (...)
David McAllester - Dependent Type Theory from the Perspective of Mathematics, Physics, and (...)
Calculating Dependently-Typed Compilers (Functional Pearl)
Calculating Dependently-Typed Compilers (Functional Pearl)
[TyDe'23] A Calculus of Inductive Linear Constructions
[TyDe'23] A Calculus of Inductive Linear Constructions
Dependent Type Theory: A Revolution in Math & Computer Science | aboutlogic: premises #05
Dependent Type Theory: A Revolution in Math & Computer Science | aboutlogic: premises #05
[POPL'22] Gradualizing the Calculus of Inductive Constructions
[POPL'22] Gradualizing the Calculus of Inductive Constructions
Peter Dybjer: Intuitionistic Type Theory (Lecture I)
Peter Dybjer: Intuitionistic Type Theory (Lecture I)
[ICFP'23] Dependently-Typed Programming with Logical Equality Reflection
[ICFP'23] Dependently-Typed Programming with Logical Equality Reflection
Peter Dybjer Lecture 1 - OPLSS 2015
Peter Dybjer Lecture 1 - OPLSS 2015
Type Theory in Computer Science, Linguistics, Logic
Type Theory in Computer Science, Linguistics, Logic
Chris Casinghino - Making Dependent Types Practical
Chris Casinghino - Making Dependent Types Practical
Computational Type Theory [3/5] - Robert Harper - OPLSS 2018
Computational Type Theory [3/5] - Robert Harper - OPLSS 2018

Full Guide

Data is compiled from public records and verified media reports.

Last Updated: August 21, 2026

Future Outlook

Full Martin-LΓΆf's Type Theory: Programming with Proofs Update
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