| 1. | Structural theorem for completely simple - semigroups and - semigroups with a completely simple - kernel
核的半群的结构定理 |
| 2. | Some properties of power ring are discussed and some relations between power r ing and quotient ring are obtained
建立了幂环的结构定理，并得到了某种条件下幂环同商环的关系。 |
| 3. | On the basis of the theorem about the structure of the system , we obtain 121 topologically different global phase portraits
基于上述结构定理，本文得到了系统的121种不同的全局拓扑结构 |
| 4. | In this paper , we discuss the basic nature of regular semigroups containing middle units and give a construction theorem for it
摘要讨论了含有中间单位的正则半群的一些基本性质，并给出该类半群的一个结构定理。 |
| 5. | In this paper rome basic properties and structural theorems of n . s . d of order statistic are derived , some applications are also presented
给出了具有负超可加相依顺序统计量的一些基本性质和结构定理,并对其应用进行了研究 |
| 6. | We give a new method for proving the chromatic non - uniqueness of graphs by studying their adjoint polynomials , we obtain some structure characteristic of the chromatic equivalent graphs of kinds of graphs
摘要通过研究图的伴随多项式的因式分解，给出并证明了若干图簇的色等价图的结构定理。 |
| 7. | Relative hopf modules are generalizations of hopf modules . in this paper , we discuss the structures of two kinds of relative hopf modules in yetter - drinfeld category , and we will give the fundamental structure theorem
相关hopf模是一般hopf模的推广，本文主要讨论yetter - drinfeld范畴上的两类相关hopf模的结构及其基本结构定理。 |
| 8. | In the first chapter , through the discussion of the fifth - order binary forms and the use of qualitative theory and bifurcation methods , we obtain the theorem of infinite critical point and the theorem of finite critical point
第一章通过讨论二元五次多项式根的重数，并结合定性理论及分支方法，得到系统无穷远奇点的结构定理，有限远奇点的结构定理。 |
| 9. | In section 5 , we change the conditions of important theorems which are in section 3 and 4 . we prove that the fundamental structure theorem still hold if a is a hopf algebra , and b a cleft comodule algebra or if a is a hopf algebra , and c a cocleft module coalgebra
第5节主要将第3 ， 4节主要定理的条件改变，分别讨论当a是hopf代数， b是cleft余模代数时；和a是hopf代数， c是cleft模余代数时，基本结构定理仍然成立。 |
| 10. | Construction theorems of second and third order ordinary differential equations which admit higher order integrals are formulated by use of the method of determining higher order integral factors and higher order integrals for ordinary differential equations ， and by use of the characteristic set method as well
本文利用确定高次积分因子的引理与确定对应的高次积分的公式以及微分特征列集（吴）方法，给出了拥有高次积分的二阶、三阶常微分方程结构定理。 |
