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Constructicticon of Multi-receiver Multi-fold Authentication Codes from Singular Symplectic Geometry
  • ISSN号：1005-3867
  • 期刊名称：Algebra Colloquium
  • 时间：2013.10.15
  • 页码：701-710
  • 相关项目：认证码的构造及其相关组合问题的研究
作者： 陈尚弟|赵大伟|
同期刊论文项目
认证码的构造及其相关组合问题的研究
期刊论文 51
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Lattices generated by orbits of ？ats under ？nite affine-singular symplectic groups
A New Construction of Multi-sender Authentication Codes from Pseudo-Symplectic Geometry over Finite
Authentication Codes from Free modules: Bounds and Constructions
Association schemes based on the subspaces of type (m,s,0) in singular symplectic space over finite
Lattices Generated by Two Orbits of Subspaces under Finite Singular symplectic Groups
Two Constructions of Optimal Authentication Codes from Unitary Geometry over Finite Fields
A New Group-oriented Publicly Verifiable Threshold Signcrytion Scheme
The Construction of A3-Code from Projective Spaes over Finite Fields
Two Constructions of Multi-sender Authentication Codes with Arbitration based linear codes
Some New Constructions of Authentication Codes with Arbitration and Multi-Receiver from Singular Sym
A New Construction of A2 Authentication Codes from Singular Pseudo-Symplectic Geometry over Finite F
利用有限域上交错矩阵构造带仲裁的认证码
Lattices Generated by Totally Isotropic Subspaces under Symplectic Group over a Finite Field
A New Construction of Multisender Authentication Codes from Symplectic Geometry over Finite Fields
A New Construction of Authentication Code with Arbitration from (2v+2+l)-dimensional Singular Pseudo
Three Constructions of Authentication Codes from Power Function over Finite Fields with Perfect Secr
A New Construction of Multi receiver Authentication Codes from Pseudo-Symplectic Geometry over Fihit
利用有限域上的酉几何构作带仲裁的认证码
Lattices generated by orbits of subspaces under finite singular orthogonal groups II
Error-correcting codes in attenuated space over finite fields
Association schemes based on the subspaces of type (2, 1, 0)in singular symplectic space over finite
The Construction of A3-code from Singular Pseudo-symplectic Geometry over Finite Fields
Two Constructions of Multireceiver Authentication Codes from Singular Symplectic Geometry over Finit
Association schemes based on the subspaces of type (2,0,1) in singular symplectic space over finite
Two Constructions of Authentication Codes with Multiple Arbiters
Pooling designs with singular linear space and its tighter bound
Bounds on Subspace Codes Based on Subspaces of Type (m,1) in Singular Linear Space
A New Construction of Multi-receiver Authentication Codes from Pseudo-Symplectic Geometry over Finit
A Construction of Multi-sender Authentication Codes from Pseudo-Symplectic Geometry of Finite fields
Constructing Error-correcting Pooling Designs with Singular Linear Space
Two New Constructions of Multi-receiver Authentication Codes from Singular Pseudo- Symplectic Geomet
Association schemes based on singular symplectic geometry over ？nite ？elds and its application
Association schemes based on singular linear spaces and its applications
Constructions for Key Distribution Pattern using Resolvable Designs
A Construction of Multisender Authentication Codes with Sequential Model from Symplectic Geometry ov
Key Pre-distribution Schemes based on Symplectic Geometry for Wireless Sensor Networks
A Construction of Authentication Codes with Double Arbiters over Symplectic Geometry
Three constructions of perfect authentication codes from projective geometry over finite fields
Constructing error-correcting pooling designs with singular symplectic space
Linear authentication Code over Finite local Rings
A New Construction of Multi-sender Authentication Codes from Polynomials over Finite Fields
A New Construction of Multisender Authentication Codes with Simultaneous Model from Singular Symplec
New error-correcting pooling designs with vector spaces over finite field
利用有限域上奇异辛几何构造一个新的带仲裁的认证码
有限奇异辛群作用下（m，0，k）型子空间的子轨道
有限局部环上的线性认证码
奇异线性空间上的Pooling设计及其紧界
基于奇异酉空间的具有容错纠错能力的Pooling设计的构造
期刊信息
  • 《代数集刊：英文版》
  • 主管单位:中国科学院
  • 主办单位:中国科学院数学与系统科学研究院、苏州大学
  • 主编：万哲先
  • 地址：北京市海淀区中关村中国科学院数学与系统科学研究院内
  • 邮编：100080
  • 邮箱：
  • 电话：010-64884955
  • 国际标准刊号：ISSN：1005-3867
  • 国内统一刊号：ISSN：11-3382/O1
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  • 被引量:0