Get personalized book recommendations based on your reading history and preferences. Our algorithm analyzes your favorite books and reading patterns to suggest your next great read.

"Algebraic integers" as a book-category encompasses works focused on the theory and applications of integers in algebraic number fields: the rings of algebraic integers, their arithmetic (units, ideal factorization, class groups), discriminants and ramification, integral bases, and methods for solving Diophantine problems using these tools. Titles range from introductory textbooks and problem collections that assume only basic algebra to advanced monographs and research surveys treating class field theory, explicit computations, and connections with elliptic curves, modular forms, and cryptography; they often draw on commutative algebra and Galois theory and include computational or historical perspectives. Readers can expect rigorous development of definitions and theorems, worked examples, and, depending on level, proofs of central results (Dedekind factorization, Dirichlet’s unit theorem, Minkowski’s theorem) or cutting-edge research techniques.

Filter books by their publication year. Enter the earliest year (Start) and latest year (End) to find books published within that period. Leave either field empty to search from the beginning of time or up to the present day.