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Inductive type
Countability of Inductive Types Formalized in the Object-Logic Level
Certification of a Tool Chain for Deductive Program Verification Paolo Herms
Inductive Types an Proof Assistants
The Strength of Some Martin–Löf Type Theories
An Introduction to Lean
Collection Principles in Dependent Type Theory
Type Theory & Functional Programming
Failure Is Not an Option an Exceptional Type Theory
Type Systems for Programming Languages1 (DRAFT)
Arxiv:Cs/0610066V2 [Cs.LO] 16 Sep 2013 Eusv Entos Ye Lambda-Calculus
Quotient Inductive-Inductive Types
Reporte Técnico RT 10-01 Representation of Metamodels
Gradual Typing for Python, Unguarded
Agda (“Dependent Types at Work”)
Tutorial.Pdf
Certification of an Instruction Set Simulator Xiaomu Shi
Type Theory in Type Theory Using Quotient Inductive Types
Π-Calculus in (Co)Inductive Type Theory∗
Top View
Verifying a Lustre Compiler (Part 1)
Path Spaces of Higher Inductive Types in Homotopy Type Theory
On Relating Type Theories to (Intuitionistic) Set Theories
Signatures and Induction Principles for Higher Inductive-Inductive Types
Higher Inductive Types and Internal Parametricity for Cubical Type Theory Evan Cavallo CMU-CS-21-100 February 2021
Inductive Constructions TYPES Summer School, Bertinoro, Italy
Inductive Type Theories
Meaning Explanations at Higher Dimension
An Introduction to Programming and Proving with Dependent Types in Coq
Inductive Types Deconstructed the Calculus of United Constructions
A Formally Verified C Static Analyzer
Higher Inductive Types in Cubical Computational Type Theory
Inductive Data Type Systems Frédéric Blanqui, Jean-Pierre Jouannaud, Mitsuhiro Okada
Inductive Types in Coq
Fully Generic Programming Over Closed Universes of Inductive-Recursive Types
Type Theory in Type Theory Using Quotient Inductive Types ∗
On the Formalization of Higher Inductive Types and Synthetic Homotopy Theory
Failure Is Not an Option an Exceptional Type Theory Pierre-Marie Pédrot, Nicolas Tabareau
Codes for Quotient Inductive Inductive Types⋆
Introduction to the Coq Proof-Assistant for Practical Software Verification
Weapons of Mass Construction: Inductive Types, Inductive Predicates
Quotients, Inductive Types, and Quotient Inductive Types 3
Extending Type Theory with Syntactic Models Simon Pierre Boulier
Programming with Types
Generation of Inductive Types from Ecore Metamodels Jérémy Buisson, Seidali Rehab