{"title":"Math - New Releases","description":"","products":[{"product_id":"9780486856421","title":"Lectures on Elementary Number Theory","description":"Based on a series of lectures at Haverford College, Hans Rademacher presents an accessible introduction to number theory. Requiring no prior knowledge of the subject, the text covers foundational theorems like prime factorization and quadratic reciprocity, detailed cyclotomy, and Gaussian sums. It addresses analytic number theory through asymptotic laws, Dirichlet’s theorem on primes in an arithmetical progression, and V. Brun’s twin prime theorem. Rademacher’s unique approach integrates analytical methods with arithmetic results, offering both exact identities and asymptotic insights. \u003ci\u003eLectures on Elementary Number Theory \u003c\/i\u003eis a classic work that remains influential, bridging foundational theory with modern analytical advances. elementary geometric combinatorial computational number theory; mathematics; math books textbook; numbers; algorithms; Physics; Data Science; computers; Statistics; AI; Artificial Intelligence; algebra; geometry; Logic; Foundations; Machine Learning; Finance; lattice; partition; intro; Basics; proof; tables; exercise; square; Topology; fractions; Cryptography; products; Probability; eCommerce; Combinatorics; Computer Science; infinite products; pure mathematics; theorems; Euclid; Arithmetic; Prime numbers; combination; Generating functions; Analysis ","brand":"Hans Rademacher","offers":[{"title":"Default Title","offer_id":50936460050753,"sku":"9780486856421","price":19.99,"currency_code":"USD","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0812\/3262\/5985\/files\/9780486856421.jpg?v=1775840338"},{"product_id":"9780486856377","title":"Structure of Algebras","description":"This seminal work offers a rigorous treatment of associative algebras, serving as a comprehensive foundational text. A. Adrian Albert pioneered methods for handling cyclic and crossed product algebras, developed novel factorization techniques for division algebras of prime-power degree, and unified algebraic results to yield simpler, generalized solutions that reduced reliance on complex classical ideal theory. The book also linked algebraic theory to new applications, such as Riemann matrices and involution algebras, thereby bridging historic algebraic theory with contemporary advances and applications in geometry and analysis. This once out-of-print masterpiece is now accessible to a new generation of students and includes a comprehensive bibliography of related topics for researchers. Mathematics Math books; Rings; Method; College; Logic; coding; Theory; Classics; Quantum Physics; Geometry; graduate; wireless; Group; Computer science; communication; string theory; Abstract algebra; cryptography; Student; Proofs; Number theory; Research; math textbook; Analysis; Graduate texts in Mathematics; Reimann; College math ","brand":"A. Adrian Albert","offers":[{"title":"Default Title","offer_id":50936465162561,"sku":"9780486856377","price":19.99,"currency_code":"USD","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0812\/3262\/5985\/files\/9780486856377_a7aeece7-55fc-43d5-b21b-d307e813d1a4.jpg?v=1775839994"}],"url":"https:\/\/store.doverpublications.com\/collections\/math-new-releases\/bisac-mathematics-number-theory.oembed","provider":"Dover Publications","version":"1.0","type":"link"}