Categories of assemblies for realizability
Wouter Pieter Stekelenburg

TL;DR
This paper introduces categories of assemblies related to realizability interpretations, based on a key subcategory of the effective topos, and characterizes these categories with specific properties.
Contribution
It presents a new framework for categories of assemblies linked to realizability, expanding understanding of their structure and properties.
Findings
Characterization of categories of assemblies by specific properties
Connection established between assemblies and the effective topos
Framework aids in understanding realizability interpretations
Abstract
This paper introduces categories of assemblies which are closely connected to realizability interpretations and which are based on an important subcategory of the effective topos. There is a list of properties which characterize these categories of assemblies up to equivalence.
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Taxonomy
TopicsLogic, programming, and type systems · Logic, Reasoning, and Knowledge · Advanced Algebra and Logic
