Summary

This document provides a comprehensive overview of interval arithmetic, a foundational framework for handling uncertainty in mathematical problems. By utilizing interval notations alongside the original suggestion from R. E. Moore, researchers can rigorously model uncertainty within computational problems, allowing for more robust proofs and decision procedures compared to traditional real-valued approaches. Early studies in 1969, such as those by R. E. Moore, established the theoretical basis for interval computations, laying the groundwork for fields like reliable computing. While the *International Journal of Interval Computations* remains a primary venue for this emerging domain, other journals like *Reliable Computing* continue to publish relevant advancements. Additionally, upcoming conferences hold significant events for interval researchers, offering platforms to share progress. These resources collectively support the broader goal of advancing reliable computational methods through rigorous theoretical analysis and experimental validation.

Title

Interval Computations

Description

Interval Computations

Keywords

interval, computations, arithmetic, applications, page, standard, community, interest, website, introduction, following, movie, questions, generalizations, problems, software, languages

NS Lookup

A 147.135.36.50

Dates

Created 2026-04-15

Updated 2026-04-15

Summarized 2026-04-17