《Designs Codes And Cryptography》(《设计代码和密码学》)是一本由Springer US出版的工程技术-计算机:理论方法学术刊物,主要刊载工程技术-计算机:理论方法相关领域研究成果与实践,旨在打造一种学术水平高、可读性强、具有全球影响力的学术期刊。本刊已入选SCIE来源期刊。该刊创刊于1991年,出版周期M
Designs, Codes and Cryptography is an archival peer-reviewed technical journal publishing original research papers in the designated areas. There is a great deal of activity in design theory, coding theory and cryptography, including a substantial amount of research which brings together more than one...
designs, codes and cryptography a new piggybacking design for systematic mds storage codesDistributed storage systemSystematic MDS codePiggybacked codeDistributed storage codes have important applications in the design of modern storage systems. In a distributed storage system, every storage node has a ...
期刊全称Designs Codes And Cryptography 期刊缩写Design Code Cryptogr 影响因子1.009 自引率18.70% SCI 收录情况SCI收录; SCIE收录; ESI 学科分类计算机科学(Computer Science) 中科院大类分区数学:3区 中科院小类分区计算机:理论方法4区 应用数学3区 是否Top期刊否 ...
DESIGNS CODES AND CRYPTOGRAPHY SCISCIE 设计代码和密码术 ISSN:0925-1022 研究方向:数学 出版周期:Monthly 是否OA:No 国际简称:DESIGN CODE CRYPTOGR 年发文量:143 出版地:UNITED STATES 官网:http://www.springer.com/new+%26+forthcoming+titles+%28default%29/journal/10623...
Department of Econometrics and Operations Research, Tilburg University, Tilburg, The Netherlands Willem H. Haemers Additional information This is one of several papers published inDesigns, Codes and Cryptographycomprising the special topic on “Finite Geometries: A special issue in honor of Frank De ...
期刊主页 designs codes and cryptography主页 期刊评价 您选择的designs codes and cryptography的指数解析如下: 简介:DESIGN CODE CRYPTOGR杂志属于工程技术行业,“计算机:理论方法”子行业的偏低级别杂志。投稿难度评价:影响因子偏低,但是接稿量不是很大,审稿周期偏长,但容易发表 审稿速度:较慢,6-12周级别/热度:黑...
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Designs Codes and Cryptography 53, 13–31 (2009). 28. Dankert, C., C., R., E., J. & Livine, E. Exact and approximate unitary 2-designs: Constructions and applications. Phys. Rev. A 80, 012304 (2006). 29. Gross, D., A., K. & Eisert, J. Evenly distributed unitaries: on...
It forms the basis of various applications like cryptography, digital signal processing, pseudorandom number generation, switching theory, error-correcting codes, etc. Data can be effectively managed and manipulated if stored in Galois fields/finite fields. Finite fields are based on modular arithmetic...