The Habit Programming Language: The Revised Preliminary Report The High Assurance Systems Programming Project (Hasp) Department of Computer Science, Portland State University Portland, Oregon 97207, USA November 2010

Source URL: hasp.cs.pdx.edu

• Functional languages
• Functional programming
• Data types
• Type theory
• Procedural programming languages
• Haskell
• Syntax
• Monad
• Type system
• ML
• Programming language
• Type class

CTP-based programming languages ? Considerations about an experimental design Florian Haftmann Cezary Kaliszyk

Source URL: dream.inf.ed.ac.uk

• Theoretical computer science
• Automated theorem proving
• Logic in computer science
• Proof assistants
• Formal methods
• Isabelle
• Type theory
• HOL
• Automated reasoning
• Computer algebra system
• Vienna Development Method
• Software development

COMP 520 FallType checking (1) COMP 520 Fall 2007

Source URL: www.sable.mcgill.ca

• Type theory
• Symbol
• Type system
• Mathematical logic
• Logic in computer science
• Theoretical computer science
• Automated theorem proving
• Logic programming

Andrew M. Kent Contact Information Lindley Hall 215 Indiana University

Source URL: andmkent.com

• Software engineering
• Programming language theory
• Computing
• Procedural programming languages
• Functional languages
• Gradual typing
• Type system
• Programming language
• Racket
• ALGOL 68
• Io
• Association for Computing Machinery

We Need Real Tools for Generating Type Inferencers William E. Byrd Nada Amin

Source URL: popl-obt-2014.cs.brown.edu

• Software engineering
• Computing
• Software
• Functional programming
• Programming paradigms
• International Conference on Functional Programming
• Domain-specific language
• Compiler
• Type system
• Declarative programming
• Programming language

OpenDreamKit Work Package 6 The Knowledge-First Strategy for System Integration

Source URL: opendreamkit.org

• Software
• Computing
• Application software
• Semantic Web
• Markup languages
• Mathematical markup languages
• Michael Kohlhase
• OMDoc
• SageMath
• Type theory

Practical Type System Benefits by Neil Brown April 23, 2014 One of Haskell’s key selling points is its type system. This article provides several practical examples of how the type system helpe

Source URL: themonadreader.files.wordpress.com

Divergence of F≤ type checking Giorgio Ghelli1 Abstract System F≤ is an extension of second-order typed lambda calculus, where a subtype hierarchy among types is defined, and bounded second-order lambda

Source URL: www.di.unipi.it

The Next 700 Modal Type Assignment Systems Andreas Abel Department of Computer Science and Engineering Gothenburg University We exhibit a generic modal type system for simply-typed lambda-calculus that subsumes

Source URL: www2.tcs.ifi.lmu.de

A Type System and Analysis for the Automatic Extraction and Enforcement of Design Information Patrick Lam Martin Rinard

Source URL: patricklam.ca