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Springer Algebraic Geometry for Coding Theory and Cryptography - IPAM 2016

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Description

This peer-reviewed volume from Springer presents cutting-edge research in algebraic geometry, coding theory, and cryptography developed at the February 2016 IPAM conference in Los Angeles. Organised by the Institute for Pure and Applied Mathematics in partnership with the Association for Women in Mathematics, the book compiles interdisciplinary group research projects led by established faculty with contributions from graduate students and postdoctoral researchers. Each chapter explores the intersection of algebraic geometry with modern cryptographic systems and error-correcting codes, offering both theoretical foundations and practical applications for security-focused computing. The collection represents collaborative work that bridges pure mathematics with real-world security challenges, making it essential for researchers, academics, and practitioners working in cryptography, coding theory, or related mathematical fields.

Key Features

Features peer-reviewed research from the February 2016 IPAM conference, ensuring academic rigour and current relevance in algebraic geometry applications.

Combines algebraic geometry with coding theory and cryptography, providing integrated approaches to security and error correction problems.

Includes contributions from graduate students, postdoctoral researchers, and junior faculty alongside established group leaders, reflecting diverse expertise levels.

Published by Springer as part of the Association for Women in Mathematics Series, part of volume 9, maintaining high scholarly standards.

Presents interdisciplinary group research projects designed to bridge pure mathematics with practical cryptographic and coding applications.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
16 November 2017
Listed Since
21 June 2017

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