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Complete partial order
Slides by Akihisa
Mathematical Tools MPRI 2–6: Abstract Interpretation, Application to Verification and Static Analysis
The Poset of Closure Systems on an Infinite Poset: Detachability and Semimodularity Christian Ronse
Programming Language Semantics a Rewriting Approach
Partial Orders — Basics
Formal Programming Language Semantics Note 12 Complete Partial
Domain Theory: an Introduction
Two Counterexamples Concerning the Scott Topology on a Partial Order
Lattice Theory
Partial Order Techniques for the Analysis and Synthesis of Hybrid and Embedded Systems
Partial Order Theory in the Assessment of Environmental Chemicals: Formal Aspects of a Precautionary Pre-Selection Procedure
Domain Theory Corrected and Expanded Version Samson Abramsky1 and Achim Jung2
Universal Partial Order Represented by Means of Oriented Trees and Other Simple Graphs
Notes on Domain Theory and Topology
A Categorical View on Algebraic Lattices in Formal Concept Analysis
PDF Hosted at the Radboud Repository of the Radboud University Nijmegen
Lecture Notes on the Lambda Calculus
The Category Theoretic Solution of Recursive Program Schemes*
Top View
A Mathematical Investigation of Programming Paradigms
Coinduction: an Elementary Approach
Fixed Point Semantics and Partial Recursion in Coq Yves Bertot, Vladimir Komendantsky
Fixed Point Semantics and Partial Recursion in Coq Yves Bertot, Vladimir Komendantsky
Domain Theory for Modeling
The Formal Semantics of Programming Languages
Partially Ordered Sets
Productive Coprogramming with Guarded Recursion
Theoretical Computer Science Prime Algebraicity
Domain Theory
Foster Et Al
Continuous Functions Over Discrete Partial Orders
Complete Non-Orders and Fixed Points
Domain Theory
On the Bourbaki-Witt Principle in Toposes
Diamond-Free Partial Orders
Program Analysis and Verification
Residuated Implications Derived from Quasi-Overlap Functions on Lattices
Implementing Corecursion in Foundational Proof Assistants
Complete Non-Orders and Fixed Points
Mathematical Foundations: (3) Lattice Theory --- Part I