Banach空间中有限族“三解合一”的混合临近点法

在一致凸一致光滑的Banach空间中引进了一个新的混合迭代序列,利用混合临近点法,找到了均衡问题与变分不等式及有限族半相对非扩张映射不动点问题的公共解(简称"三解合一"),并证明了该迭代序列强收敛到其公共解.所得结果改进和推广了已有的相应结果.     

Rapid growth and sterility of growth hormone gene transgenic triploid carp

Triploid carp (100%) with 150 (3n=150) chromosomes were obtained by crossing the females of improved tetraploid hybrids (♀, 4n=200) of red crucian carp (♀)×common carp (♂) with the males of diploid yellow river carp (♂, 2n=100). The crosses yielded transgenic triploid carp (positive triploid fish, 44.2% of the progeny) and non-transgenic triploid carp (negative triploid fish). Histological examination of the gonads of 24-month-old positive triploid fish suggested they were sterile and the fish were not able to produce mature gametes during the breeding season. Morphologically, both the positive and negative triploid fish were similar. They had a spindle-shaped, laterally compressed, steel grey body with two pairs of barbells. Most of the quantifiable traits of the triploid carp were intermediate between those of the two parents. The positive and negative triploid fish were raised in the same pond for 2 years. The mean body weight of the positive triploid fish was 2.3 times higher than the negative triploid fish. The weight of the largest positive triploid fish was 2.91 times higher than that of the largest negative triploid fish. Thus, we produced fast-growing transgenic triploid carp that have a reduced ecological risk because of their inability to mate and produce progeny.     

Exploring non-equilibrium statistical ensembles

Since Gibbs synthesized a general equilibrium statistical ensemble theory, generalizing the Gibbsian theory to non-equilibrium phenomena has been a dream for some theorists. However, the status of the theory for the non-equilibrium ensemble formalism is not as well established as the Gibbsian ensemble theory. In this work, we explore the formalism behind the non-equilibrium statistical ensemble theory based on the sub-dynamic kinetic equation originating from the Brussels-Austin school and develop...     

锥度量空间中两对非相容映象的一个新的公共不动点定理

 自锥度量空间的概念被提出以来,已经有数位学者对其结构和性质进行了探讨.研究了锥度量空间中非相容映象对,并利用非相容映象对的性质和压缩条件得到一类映象的公共不动点定理,其结果推广了相关文献的结果.     

非小细胞肺癌外周血有核细胞miRNA表达特点研究

miRNA在非小细胞肺癌的发生发展中发挥重要作用,为了解非小细胞肺癌患者外周血有核细胞的miRNA表达特征及其作用,采用第二代高通量测序技术对7例非小细胞肺癌患者和7例对照的外周血有核细胞miRNA表达水平进行检测,比较非小细胞肺癌患者与对照的外周血有核细胞miRNA表达特征,分析两者miRNA表达水平差异情况,共鉴定出非小细胞肺癌患者与对照的外周血有核细胞中有显著表达差异的miRNA 209种,其中肺癌样本miRNA表达上调的有138种,表达下调的有71种.研究结果显示非小细胞肺癌患者与对照样本的外周血有核细胞中miRNA表达具有显著差异,其中部分已被证实参与肿瘤发生、发展等过程.     

非双倍测度下多线性Calderón-Zygmund算子及其交换子在Herz型空间上的有界性

本文引入非齐型空间上的Herz空间,并证明了多线性Calderon-Zygmund算子及其交换子在这些空间上的有界性.     

热电器件焊接层热电耦合应力分布特征

对热电器件焊料层的热电耦合应力特征进行了系统的研究,建立了热电发电器件单一材料和分段材料热电支腿结构的仿真模型.利用有限元软件ANSYS分析了焊料性能对热电转换效率的影响以及存两类结构边界条件下焊料层上的应力分布特征,得出了最可能的破坏位置,同时探讨了不同的材料分段对热电转换效率和焊料层可靠性的影响.所得结论对热电发电器件的优化设计和制造具有重要的指导意义.     

原人参二醇和三醇的制备

将三七总皂苷与碱混合,在非溶剂的条件下,加热150℃进行常压碱解,再经硅柱层析纯化得到20(S)-原人参二醇(产率10%,纯度>90%)和20(S)-原人参三醇(产率18%,纯度>90%).     

一类半线性抛物方程的外推非均匀网格有限差分方法

作者针对一维分布控制方程构造了一类外推非均匀网格差分格式,证明了差分格式解的存在唯一性和收敛性,并通过数值试验验证了理论分析的正确性.     

非自治吊桥方程的一致吸引子

作者讨论了非自治吊桥面方程的长时间动力学行为.通过应用一些新的结果和能量估计技巧,获得了能量的一致衰退估计.当外力项f满足条件（C*）（而非平移紧）时,作者证明了一致吸引子在H20（Ω）×L2(Ω)上的存在性,此结果推广和改进了一些已有结果.