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System F

  • Proving Termination of Evaluation for System F with Control Operators

    Proving Termination of Evaluation for System F with Control Operators

  • Lecture Notes on Types for Part II of the Computer Science Tripos

    Lecture Notes on Types for Part II of the Computer Science Tripos

  • The System F of Variable Types, Fifteen Years Later

    The System F of Variable Types, Fifteen Years Later

  • An Introduction to Logical Relations Proving Program Properties Using Logical Relations

    An Introduction to Logical Relations Proving Program Properties Using Logical Relations

  • Lightweight Linear Types in System F°

    Lightweight Linear Types in System F°

  • CS 6110 S18 Lecture 32 Dependent Types 1 Typing Lists with Lengths

    CS 6110 S18 Lecture 32 Dependent Types 1 Typing Lists with Lengths

  • System F and Existential Types 15-312: Foundations of Programming Languages

    System F and Existential Types 15-312: Foundations of Programming Languages

  • 1 Polymorphism in Ocaml 2 Type Inference

    1 Polymorphism in Ocaml 2 Type Inference

  • From System F to Typed Assembly Language

    From System F to Typed Assembly Language

  • Polymorphism All the Way Up! from System F to the Calculus of Constructions

    Polymorphism All the Way Up! from System F to the Calculus of Constructions

  • Type Theory & Functional Programming

    Type Theory & Functional Programming

  • Type Theory: Impredicative Part (1/5)

    Type Theory: Impredicative Part (1/5)

  • Notes: Barendregt's Cube and Programming with Dependent Types

    Notes: Barendregt's Cube and Programming with Dependent Types

  • Parametric Polymorphism, Records, and Subtyping Lecture 15 Tuesday, March 22, 2016 1 Parametric Polymorphism

    Parametric Polymorphism, Records, and Subtyping Lecture 15 Tuesday, March 22, 2016 1 Parametric Polymorphism

  • MLF Raising ML to the Power of System F

    MLF Raising ML to the Power of System F

  • Lambda Calculus a → B Λx:A.M MN

    Lambda Calculus a → B Λx:A.M MN

  • A SYSTEM F ACCOUNTING for SCALARS 1. Introduction

    A SYSTEM F ACCOUNTING for SCALARS 1. Introduction

  • Logics and Type Systems

    Logics and Type Systems

Top View
  • Agda (“Dependent Types at Work”)
  • 1 Parametric Polymorphism
  • CS 4110 – Programming Languages and Logics Lecture #22: Polymorphism
  • An Extension of System F with Subtyping
  • Lecture Notes on the Lambda Calculus
  • Dependent Types and Multi-Monadic Effects in F*
  • Rank 2 Intersection Type Assignment in Term Rewriting Systems
  • System F System F
  • Learning in System F
  • Parametric Polymorphism
  • 2-4-2 / Type Systems Polymorphism
  • Lecture Notes on Types for Part II of the Computer Science Tripos
  • Lambda: the Ultimate Sublanguage (Experience Report)
  • Parametric Polymorphism Lecture 14 Thursday, March 13, 2014 1 Parametric Polymorphism
  • Lambda Calculus
  • A Relationally Parametric Model of Dependent Type Theory
  • Adding Equations to System F Types
  • A Specification for Dependent Types in Haskell Stephanie Weirich University of Pennsylvania


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