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Typed lambda calculus
Lecture Notes on the Lambda Calculus 2.4 Introduction to Β-Reduction
Lecture Notes on Types for Part II of the Computer Science Tripos
Category Theory and Lambda Calculus
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Lambda-Calculus Types and Models
The Lambda Calculus Bharat Jayaraman Department of Computer Science and Engineering University at Buffalo (SUNY) January 2010
Brief Notes on the Category Theoretic Semantics of Simply Typed Lambda Calculus
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Notes: Barendregt's Cube and Programming with Dependent Types
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The Differential Lambda-Calculus
An Introduction to Generalized Type Systems
Implementing Lambda Calculi in Prolog
Realizability in the Unitary Sphere Alejandro Díaz-Caro, Mauricio Guillermo, Alexandre Miquel, Benoît Valiron
Top View
Optimizing Higher-Order Pattern Unification
A Comparison Between ITT and Coc Categorical Models of Type Theories
Prototyping a Functional Language Using Higher-Order Logic Programming: a Functional Pearl on Learning the Ways of Λprolog/Makam
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Cumulative Learning in the Lambda Calculus
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Lecture Notes on the Lambda Calculus
Lecture 3: Typed Lambda Calculus and Curry-Howard
Typed Lambda-Calculus in Classical Zermelo-Frænkel Set Theory
Realizability, Covers, and Sheaves I. Application to the Simply-Typed Lambda-Calculus"
Programming Language Concepts—The Lambda Calculus Approach
Simply Typed Lambda Calculus in Which One Can Reason About Functions
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Semantics of a Typed Algebraic Lambda-Calculus
A Self-Dependency Constraint in the Simply Typed Lambda Calculus
A Tutorial Implementation of a Dependently Typed Lambda Calculus
A Typed Lambda Calculus of Objects Luigi Liquori, Giuseppe Castagna
Typed Lambda Calculus and the Semantics of Programs
Simply Typed Lambda Calculus
Type Theory and Homotopy
Intuitionistic Type Theory
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Lecture Notes on the Lambda Calculus
Notes on Simply Typed Lambda Calculus∗
Lesson 4 Typed Arithmetic Typed Lambda Calculus Outline
Intro to Type Theory and Lambda Calculus 14 January 2020 1 / 36 Intro to Type Theory and Lambda Calculus Hype for Types
Higher-Order Aspects of Logic Programming
Inductive and Coinductive Data Types in Typed Lambda Calculus Revisited
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TYPED LAMBDA CALCULUS Volume I: Λ Λa= Λs Henk Barendregt Wil
The Calculus of Dependent Lambda Eliminations
Lambda Calculus and Types
Graduate Programming Languages, Assignment 4 Due: to Be Determined
Simply-Typed Lambda Calculus CS 152 (Spring 2020)
Combining Union, Intersection and Dependent Types in an Explicitely Typed Lambda-Calculus Claude Stolze
Typed Lambda Calculus
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An ML Implementation of the Dependently Typed Lambda Calculus
Subtyping 11.1 Lecture Overview
Simply-Typed Lambda Calculus Static Semantics of F 1
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Simply-Typed Lambda Calculus • I Have Commented on Most of Your Proposals
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Programming Languages Lecture 9 — Simply Typed Lambda Calculus
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Implementing a Dependently Typed Lambda Calculus Wouter Swierstra 25-07-07 Goal
An Overview of Type Theories
A Framework for Specifying, Prototyping, and Reasoning About Computational Systems