Attribute-Based Encryption (Abe): Foundations and Applications Within Blockchain and Cloud Environments

Xia, Qi, Gao, Jianbin, Obiri, Isaac Amankona

  • 出版商: Wiley
  • 出版日期: 2023-10-24
  • 售價: $4,250
  • 貴賓價: 9.5$4,038
  • 語言: 英文
  • 頁數: 272
  • 裝訂: Hardcover - also called cloth, retail trade, or trade
  • ISBN: 1119989353
  • ISBN-13: 9781119989356
  • 相關分類: 區塊鏈 Blockchain
  • 海外代購書籍(需單獨結帳)

相關主題

商品描述

Enables readers to understand applications of attribute-based encryption schemes in cloud computing with the support of blockchain technology

With a focus on blockchain technology, Attribute-based Encryption (ABE) provides insight into the application of attribute-based encryption (ABE) schemes with blockchain, discussing types of blockchains, fundamentals of blockchain, and how blockchains are constructed.

Comprised of 16 chapters, the text provides readers with an overview of the components that go into creating a dual ABE system of encryption proofs within the following: composite bilinear groups, dual pairing vector space framework, matrix pairing framework, framework for matrix pairing, and the application of cryptographic scheme on blockchain. The team of authors discuss the basic construction components of ABE and share the security models, including the selective and semi-adaptive security models, applying these to either prime order or composite order groups.

This book also discusses the tools used for converting a composite order ABE scheme to prime order and an adaptive secure ABE scheme based on prime order.

In Attribute-based Encryption (ABE), readers can expect to find information on:

  • Mathematical background of ABE, covering group and cyclic group, elliptic curves, curve selection, supersingular curves, ordinary curves, and weil and tate pairing
  • Basic construction components of ABE, covering access structure, monotone boolean formula, linear secret-sharing scheme, and ordered binary decision diagram
  • Tools for converting composite order ABE schemes to prime order, covering security assumptions and conversion based on vectors for preliminaries, scheme construction, and security proof technique
  • Foundations of blockchain technology, covering blocks, miners, hash functions, and public key cryptography

Attribute-based Encryption (ABE) is an essential resource for professionals working in the field of design and cybersecurity who wish to understand how to use blockchain and the ABE scheme to provide fine-grained access control in outsourced data on third-party cloud servers.

商品描述(中文翻譯)

使讀者能夠理解在區塊鏈技術的支持下,屬性基加密方案在雲計算中的應用。

以區塊鏈技術為重點,《屬性基加密(ABE)》提供了對使用屬性基加密(ABE)方案與區塊鏈的應用的深入洞察,討論了不同類型的區塊鏈、區塊鏈的基礎知識以及區塊鏈的構建方式。

本書共有16章,為讀者提供了關於創建雙重ABE加密證明系統所需的組件的概述,包括:復合雙線性群、雙配對向量空間框架、矩陣配對框架、矩陣配對框架和在區塊鏈上應用加密方案。作者團隊討論了ABE的基本構建組件,並分享了安全模型,包括選擇性和半適應安全模型,並將其應用於素數次序或復合次序群。

本書還討論了將復合次序ABE方案轉換為素數次序以及基於素數次序的適應性安全ABE方案所使用的工具。

在《屬性基加密(ABE)》中,讀者可以找到以下信息:
- ABE的數學背景,包括群和循環群、橢圓曲線、曲線選擇、超奇異曲線、普通曲線以及Weil和Tate配對。
- ABE的基本構建組件,包括訪問結構、單調布爾函數、線性秘密分享方案和有序二元決策圖。
- 將復合次序ABE方案轉換為素數次序的工具,包括安全假設和基於向量的轉換,以及方案構建和安全證明技術。
- 區塊鏈技術的基礎知識,包括區塊、礦工、哈希函數和公鑰密碼學。

《屬性基加密(ABE)》是設計和網絡安全領域的專業人士的重要資源,他們希望了解如何使用區塊鏈和ABE方案在第三方雲服務器上提供細粒度的訪問控制。

作者簡介

Qi Xia received her PhD in Computer Science from the University of Electronic Science and Technology of China in 2010.

Jianbin Gao received his PhD in Computer Science from the University of Electronic Science and Technology of China (UESTC) in 2012.

Isaac Amankona Obiri received his Master's and PhD in Computer Science and Technology from the University of Electronic Science and Technology of China.

Kwame Omono Asamoah received his Master's and PhD in Computer Science and Technology from the University of Electronic Science and Technology of China.

Daniel Adu Worae currently pursuing his Master's degree in Computer Science and Technology at the University of Electronic Science and Technology of China.

作者簡介(中文翻譯)

Qi Xia於2010年從中國電子科技大學獲得計算機科學博士學位。
Jianbin Gao於2012年從中國電子科技大學獲得計算機科學博士學位。
Isaac Amankona Obiri從中國電子科技大學獲得計算機科學與技術碩士和博士學位。
Kwame Omono Asamoah從中國電子科技大學獲得計算機科學與技術碩士和博士學位。
Daniel Adu Worae目前在中國電子科技大學攻讀計算機科學與技術碩士學位。