# Quasi-reductivity of Logically Constrained Term Rewriting Systems

## TL;DR

This paper investigates the property of quasi-reductivity in logically constrained term rewriting systems, ensuring that evaluations do not get stuck due to incomplete pattern matching, which is crucial for system reliability.

## Contribution

It introduces a formal analysis of quasi-reductivity within logically constrained term rewriting systems, providing new insights into their evaluation completeness.

## Key findings

- Characterization of quasi-reductivity in logical constraints
- Conditions ensuring non-stuck evaluations
- Theoretical framework for analyzing pattern matching completeness

## Abstract

This paper considers quasi-reductivity - essentially, the property that an evaluation cannot get "stuck" due to a missing case in pattern matching - in the context of term rewriting with logical constraints.