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Albrecht Beutelspacher

    June 5, 1950
    Zahlen
    Modern Cryptography
    The Theory of Finite Linear Spaces
    The Theory of Finite Linear Spaces
    Numbers
    Cryptology
    • 2023

      Modern Cryptography

      From RSA to Zero-Knowledge and Beyond

      In this book, the most important cryptographic algorithms, protocols and constructions of the last decades are explained and justified from a mathematical point of view. The topics discussed range from public-key cryptography and zero-knowledge protocols to cryptography in blockchains and the Tor network. The authors succeed in presenting these complex topics in a simple and clear manner. Hardly any prior knowledge is required, as all the necessary mathematical and cryptographic background is provided in the book. The book has a modular structure so that the individual chapters can be read independently of one another. Each topic is presented at different levels: First, the concept is described as a mental model, then it is studied from a mathematical point of view, and finally the strengths and weaknesses of the respective protocol are discussed. The book is suitable for undergraduate students (e. g., in mathematics, computer science, electrical engineering)as well as for Internet users, tech managers, software developers and data protection/data security officers. This book is a translation of the original German 9th edition Moderne Verfahren der Kryptographie by Albrecht Beutelspacher, Jörg Schwenk and Klaus-Dieter Wolfenstetter, published by Springer-Verlag GmbH Germany, part of Springer Nature in 2022. The translation was done with the help of an artificial intelligence machine translation tool. A subsequent human revision was done primarily in terms of content, so that the book will read stylistically differently from a conventional translation.

      Modern Cryptography
    • 2015

      Numbers

      • 136 pages
      • 5 hours of reading

      Posing the question "What exactly is a number?" a distinguished German mathematician presents this intriguing and accessible survey. Albrecht Beutelspracher founder of the renowned interactive mathematics museum, Mathematikum characterizes the wealth of experiences that numbers have to offer. In addition, he considers the many things that can be described by numbers and discusses which numbers possess special fascinations and pose lasting mysteries. Starting with natural numbers, the book examines representations of numbers, rational and irrational numbers, transcendental numbers, and imaginary and complex numbers. Readers will explore the history of numbers from Pythagoras to Fermat and discover such practical applications as cryptography and barcodes. A thoughtful and enlightening introduction to the past, present, and future of numbers, this volume will captivate mathematicians and nonmathematicians alike

      Numbers
    • 2011

      The Theory of Finite Linear Spaces

      • 228 pages
      • 8 hours of reading

      Focusing on finite linear spaces, this 1994 text delves into the foundational aspects and applications of the subject. It presents key concepts, methodologies, and theorems, making it a valuable resource for students and researchers in mathematics and related fields. The book emphasizes clarity and rigor, providing insights that enhance understanding of linear algebra and its implications in various mathematical contexts.

      The Theory of Finite Linear Spaces
    • 2009

      The Theory of Finite Linear Spaces

      Combinatorics of Points and Lines

      • 228 pages
      • 8 hours of reading

      This comprehensive text explores the intricate world of finite linear spaces, offering a thorough examination of their properties and structures. It serves as an essential resource for students and researchers, delving into both theoretical foundations and practical applications. The book emphasizes clarity and accessibility, making complex concepts understandable, while also providing a wealth of examples and exercises to reinforce learning. Ideal for those looking to deepen their understanding of linear algebra and its finite counterparts.

      The Theory of Finite Linear Spaces
    • 1994

      The art & science of secret writing. Provides ideal methods to solve the problems of transmitting information secretly & securely.

      Cryptology