The algebraic properties of the operator exclusive-or are characterized by the ACUN theory.
ACUN理论是异或算子代数性质的刻画。
Relatively Hyperbolic Groups, Intrinsic Geometry, Algebraic Properties, and Algorithmic Problems.
相对双曲群，内蕴几何，代数性质和算术问题。
Through these studies, the study of rough set's algebraic properties are spreaded to right involution groupoid.
这些结果将粗糙集代数性质的研究扩展到右对合广群这个代数系统中。
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。
Since the coefficient of the new polynomial is too complicate to calculate directly, we introduce a linear operator and study the algebraic properties of it.
该多项式的系数较为复杂，难以直接计算。我们引进了一个线性算子并研究了其性质。
In this paper we investigate algebraic properties of the set of local formations which satisfy n, and for such formation we give the structure of minimal non group.
本文研究了满足条件N的局部群系集合的代数性质，同时对于这类群类，给出了极小非-群的结构。
Then we research the character, properties, and algebraic structure of supporting solution systems.
然后研究支撑解系的特征、性质、代数结构。
The properties of the proper algebraic boundary point sets of the sets in topological linear Spaces were discussed.
本文主要讨论了线性拓扑空间中集合的固有代数边界点集的性质。
Algebraic topology is the study of the global properties of Spaces by means of algebra.
代数学的拓扑是透过代数空间的全球特性的研究。
This paper proved that this algebraic feature has some important properties of algebraic and geometric invariance.
该文证明了这样抽取的代数特征具有一些重要的代数和几何不变性。
The statistical properties of non-harmonic oscillators' laser excitation are discussed by using Lie algebraic method.
应用李代数方法讨论了非简谐振子激光激发的统计性质。
Compared to the construction over vector space, it is easier to study the properties of permutation polynomials, like algebraic degree.
与在向量空间上构造的方法比，有限域上置换多项式的代数次数等性质更容易研究。
The conventional studies of algebraic invariants and geometrical properties are that these invariants are derived for planar objects using points, lines from one single image.
代数型是数学中重要的基本概念，代数不变量是代数学的重要研究对象之一，也是数学与其它领域研究与应用的一个重要工具。
The conventional studies of algebraic invariants and geometrical properties are that these invariants are derived for planar objects using points, lines from one single image.
代数型是数学中重要的基本概念，代数不变量是代数学的重要研究对象之一，也是数学与其它领域研究与应用的一个重要工具。
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