| 1. | Algebraic properties of steiner extension on a field
扩张的代数性质 |
| 2. | Some algebraic properties of the digraph
有向图的一些代数性质 |
| 3. | The algebraic property of rough sets
粗糙集的代数刻划 |
| 4. | The algebraic properties of a type of infinite lower triangular matrices related to derivatives
一类无穷下三角矩阵的代数性质 |
| 5. | Algebraic properties and convergence theorem of function - valued pad 233 ; - type approximation used for integral equations solution
型逼近的代数性质和收敛性定理 |
| 6. | In this paper , we introduce the concept of fuzzifying rings based on continuous valued logic and ivestigate some of the their algebraic properties
给出基于连续值逻辑上的不分明化环的概念，从一个新的方向讨论了环的某些代数性质。 |
| 7. | Abstract : in this paper , we introduce the concept of fuzzifying rings based on continuous valued logic and ivestigate some of the their algebraic properties
文摘:给出基于连续值逻辑上的不分明化环的概念，从一个新的方向讨论了环的某些代数性质。 |
| 8. | One kind of cellular automata has been researched . its algebraic properties such as characters of states , periodicity , and topology have been deeply discussed
深入地讨论了一类加法细胞自动机的代数性质，如：状态特征、周期性、拓扑结构等。 |
| 9. | This paper mainly study the relations between some algebraic properties of roe algebras and the coarse geometry of metric spaces , and its applications to the reduced crossed product c - algebras and the coarse baum - connes conjecture . the paper consists of two chapters
本文主要研究这类c ~ * -代数的某些性质与底空间几何之间的联系及其在交叉积c ~ * -代数和粗baum - connes猜测中的应用。 |
| 10. | Based on the above knowledge , the core components s - boxes of the rijndael algorithm and the camellia algorithm , which are the only nonlinear components , are analyzed and compared in detail . eight algebraic properties of s - boxes such as balanceness , strict avalanche criterion , differential uniformance , algebraic order , and so on are calculated and proved . the reason that the s - boxes which are constructed by the inverse operation on finite field has the specialty of 4 - difference is analyzed
在此之后，本论文分针对rijndael和camellia算法的核心部件，也是唯一的非线性部件s盒进行了详细的分析和比较，计算并证明了s盒的平衡性、严格雪崩准则、差分均匀度、代数次数等八种代数性质，特别给出了通过有限域上的取逆运算构造的s盒其差分特性为4的原因，最后计算了两个算法s盒的两种代数结构，表明rijndael和camellia算法的s盒均具有良好的代数性质和复杂的代数结构，为今后两种算法在各个领域的应用提供了理论保障。 |
