搜索结果: 1-10 共查到“军事学 GEOMETRY”相关记录10条 . 查询时间(0.104 秒)
A geometry is a measure of restraint over the allowed 0.5n(n-1) distances between a set of n points (e.g. the metric and topological spaces). So defined, geometries lead to associated algebra. The com...
Battlefield Geometry in our Digital Age: From Flash to Bang in 22 Milliseconds
Battlefield Geometry Digital Age The New Battlefield
2019/10/22
This year has been tough for cybersecurity programs. Every month in the first six months of 2017, the world experienced a major cyber event. Open-source attacks included attacks on critical infrastruc...
Zero Knowledge Authentication Protocols With Algebraic Geometry Techniques
zero knowledge procedures graph isomorphism problem multivariate polynomial system
2016/7/29
Several cryptographic methods have been developed based on the difficulty to determine the set
of solutions of a polynomial system over a given field. We build a polynomial ideal whose algebraic
set...
A Polynomial Time Attack against Algebraic Geometry Code Based Public Key Cryptosystems
public-key cryptography Algebraic Geometry codes
2016/1/26
We give a polynomial time attack on the McEliece public key cryptosystem based on algebraic geometry codes. Roughly speaking, this attacks runs in O(n4) operations in Fq, where n denotes the code leng...
Diffusion Matrices from Algebraic-Geometry Codes with Efficient SIMD Implementation
Diffusion matrix algebraic-geometry codes algebraic curves
2016/1/8
This paper investigates large linear mappings with very good diffusion and efficient software
implementations, that can be used as part of a block cipher design. The mappings are derived from linear
...
Accelerating Bliss: the geometry of ternary polynomials
Lattice Based Cryptgraphy Signature Bliss
2016/1/6
The signature scheme Bliss proposed by Ducas, Durmus, Lepoint and Lyubashevsky at
Crypto’13, is currently the most compact and efficient lattice-based signature scheme that is
provably secure under ...
The Geometry of Flex Tangents to a Cubic Curve and its Parameterizations
public-key cryptography / elliptic curve cryptosystem
2012/3/30
We show how the study of the geometry of the nine flex tangents to a cubic produces many pseudo-parameterizations, including the ones given by Icart, Kammerer, Lercier, Renault and Farashahi.
A Simple and Efficient New Group Key Management Approach Based on Linear Geometry
Linear Geometry GC implementation
2012/3/28
A new fundamental and secure group key management approach with a group controller GC using the theory of polynomial functions over a vector space over finite field is developed, where each member in ...
A Simple and Efficient New Group Key Management Approach Based on Linear Geometry
key management group communication linear geometry security
2011/6/8
A new fundamental and secure group key management approach with a group controller GC using the theory of polynomial functions over a vector space over finite field is developed, where each member in ...
The Geometry of Flex Tangents to a Cubic Curve and its Parameterizations
elliptic curve cryptosystem a Cubic Curve Parameterizations
2011/1/20
We show how the study of the geometry of the nine flex tangents to a cubic produces many pseudo-parameterizations, including the ones given by Icart, Kammerer, Lercier, Renault and Farashahi.