硬盘分区链表中结点信息的完全恢复算法

通过对分区链表中结点信息的研究 ,及前后结点中相关数据项比较之后 ,参照磁盘基数表中所记录的相应分区长度 ,给出了其中任一结点或整个分区链表丢失之后的修复算法     

三元酸易溶酸式盐溶液酸碱度的计算

对三元酸易溶酸式盐溶液(铵盐除外)中H^ 离子浓度的计算公式及公式的应用进行讨论。     

格蕴涵代数与Lukasiewicz逻辑系统

讨论格蕴涵代数与Lukasiewicz逻辑系统的关系，证明了：若(L(n),≤)是一个n元链,θ，I分别为最小、最大元，则以≤为导出关系的格蕴涵代数(L(n），∨，∧，→，′，θ，I)恰有一个，并且与n值Lukasiewicz逻辑系统同构．     

Theoretical study on the lithium bond interaction of furan homologues C_4H_4Y (Y=O, S) with LiCH_3 via DFT and MP2

The optimizations geometries and interaction energy corrected by BSSE of the complexes between C4H4Y (Y=O, S) and CH3Li have been calculated at the B3LYP/6-311 G** and MP2/6-311 G** levels. Three complexes were obtained. Abnormally, the calculations showed that all the C10—Li14 bond lengths increased obviously but the blue-shift of C10—Li14 stretching frequency occurred after formed complexes. The calculated binding energy with basis set super-position error (BSSE) and zero-point vibrational energy corrections of complexes I―III is ?45.757, ?35.700 and ?39.107 kJ·mol?1, respectively. The analyses on the combining interaction with the atom-in-molecules theory (AIM) also showed that a relatively strong lithium bond interaction presented in furan homologues C4H4Y---LiCH3 systems. Natural bond orbital theory (NBO) analysis has been performed, and the results revealed that the com- plex I is formed with n-σ type lithium bond interaction between C4H4O and LiCH3, complex II is formed with π-s type lithium bond interaction between C4H4O and LiCH3, and complex III is formed with π-s and n-s type lithium bond interactions between C4H4S and LiCH3, respectively.     

生物滴滤塔净化中低浓度H2S气体的挂膜实验研究

本文通过对两种填料处理硫化氢气体的挂膜实验研究,表明挂膜方法、填料性能、温度、PH值、入口浓度等均影响挂膜效果与硫化氢去除率,并且得出陶粒挂膜启动时间比阶梯环快。     

双参数量子代数SUqs（1,1）的表示：正离散序列

本文通过构造双参数量子群ＳＵｑｓ（１，１）生成元的ｑｓ－Ｂｏｓｏｎ实现，给出了ＳＵｑｓ（１，１）的正离散序列表示。     

su(1,1)代数的无限维Schwinger实现

运用su(1,1)代数的无限维Bose和Fermi算符实现,得到对称和反对称无限维矩阵的行列式.     

关于严格循环权位移的一个问题

给出了一个内射单侧权位移,其权序列空间H~2(β)≠H~∞(β),但对任意φ(z)属于H~∝(β),其部分和序列按算子范数收敛于φ(z).从而否定回答了Shields在文献[1]中的第12问题.     

On Vector Quasi-Variational Inequality Problems in H-Space

The purpose to this paper is to study the existence problem of solutions to the vector quasi-variational inequality for vector-valued functions in H-space.