And then we found and testified two examples , in which the connections in n - variable mean fam - ily , countable mean family and continuous mean family are shown . the theory in this paper prepares for the further application in convex analysis , numerical approximation , cagd , probability and statistics . etc 文中还给出了连续平均族的两个具体的实例，对这两组平均族进行了证明，并找出了其中蕴含的连续平均族与可数平均族、 n元平均族之间的联系等等
In the dissertation , two kinds of computationally efficient algorithms ( including ssca and fam ) for cyclic spectral analysises have been discussed detailly and deeply after introduce of the theory of spectral correlation , in addition , digital implementations of the corresponding algoritms architecture and the comparision of computational complexity are presented 本文在简要介绍了循环谱理论的基础上,对两种高效循环谱密度函数的计算方法(分段谱相关函数算法( ssca ) 、 fft累加算法( fam ) )进行了详细而深入的讨论,给出了两种算法结构的数字实现,比较了各种方法的运算复杂度。
7 . at the first time , the reporter dye , fam was linked to the 5 " - end of the oligonucleotides of the probes , and the tamra was located at the 3 " - end as quencher dye . we use camv35s and fmv promoter , nos terminater , mark gene nptii , and aim gene pat , epsps and cryla ( b ) genes as target sequences , design pairs of sp 7 、首次以fam荧光素标记探针5 ’端作为发光基团，以tarma标记探针3 ’端为淬灭基团，以camv35s 、 fmv启动子、 nos终止子、标记基因nptll 、抗除草剂基因epsps 、 pat 、抗虫基因cry1a ）为检狈目标，设计、筛选出特异性引物和探针，优化实验参数，建立了转基因植物通用性荧光pcr定性检测方法体系。
The research in this dissertation began with braiding process of three - dimensional textile perform . a new fabric architecture model ( fam ) was set up . the geometric structure of braided composites was recognized and the mechanical properties of the composites were analyzed 文中从三维编织物的编织工艺入手，得到编织复合材料的几何结构，建立了织物纱线构造模型( fam - fabricarchitecturemodel ) ，进而分析其力学性能；另外，通过试验研究了这种复合材料的力学性能。
After the analysis of several important aspects of neural control , two novel neural controllers are then proposed . the first controller fam neural controller ( famnc ) , based on pre - defuzzifing fam , is presented for bridging the gap between fam and nn . the equivalence of pre - defuzzifing and general fam is proved constructively 在分析了神经网络控制的一些关键技术基础上，提出了预去模糊fam原理和fam神经控制器，给出了预去模糊fam和一般fam的等价性的构造性证明。
