Summary

FLINT excels at high-dimensional number theory problems by integrating a vast array of specialized algorithms. The tool supports extensive polynomial and matrix operations, including multivariate GCD, GCD factors, and finite field embeddings, making it ideal for complex integer factorisation and factorisation tasks. These capabilities are underpinned by a broad suite of efficient special functions, linear algebra, and linear algebra operations. Beyond these high-level applications, the system offers robust tools for primality testing, LLL short exact LLL, and integer factorisation methods. Additionally, it handles exact and approximate linear algebra, multimodular reconstruction, and various low-level optimisations, ensuring that complex calculations are performed within a highly efficient framework. This combination of advanced techniques and intelligent algorithm selection ensures that FLINT can solve challenging mathematical problems across multiple dimensions effectively.

Title

FLINT: Fast Library for Number Theory

Description

FLINT: Fast Library for Number Theory

Keywords

flint, functions, arithmetic, real, complex, numbers, library, number, general, functionality, algebra, algorithms, fast, theory, documentation, development, authors

NS Lookup

A 78.159.99.205

Dates

Created 2026-04-15

Updated 2026-04-15

Summarized 2026-04-28