有限co-H-复形上的同调分解(Ⅱ)

考虑与若干球的一点触空间∨ｌｋ＝１Ｓｎｋ有关的同调分解问题,得到有关结果．然后利用∨ｌｋ＝１Ｓｎｋ上的同调分解获得群［∨ｌｋ＝１Ｓｎｋ,Ｙ］的秩的表达式,即任取∨ｌｋ＝１Ｓｎｋ上的一个同伦可结合的ｃｏ－Ｈ－结构,都有ρ［∨ｌｋ＝１Ｓｎｋ,Ｙ］＝ｋ＞０βｋ（∨ｌｋ＝１Ｓｎｋ）γｋ（Ｙ）     

角膜保存方法综述

本世纪30年代,Filatov成功地保存了尸体角膜.60年代后,角膜保存得到了广泛的重视和研究,并先后发展出十余种保存方法,其中一些方法得到了推广和应用.本文全面报道了这些方法,并给予简短的评述.     

Influence of overpressure on coalbed methane reservoir in south Qinshui basin

In theory, from the high temperature and pressure during the coal generating gas to the present low temperature and pressure of coalbed methane reservoir, the accumulation of coalbed methane was from oversaturated to undersaturated. The gas content of the coalbed methane reservoir in the south Qinshui basin was 12-35.7 m3/t. According to the isotherm and measured gas content of No. 3 coal, the adsorbed gas content in some wells was highly saturated and oversaturated, which was hard to theoretically understand. In addition, there were no thermogenic and biogenic gases at the late stage in the south Qinshui basin. This article proposed that the overpressure was the main reason for the present high saturation of the coalbed methane reservoir. In early Cretaceous, the coalbed methane reservoir was characterized by overpressure and high saturation caused by gas generation from coal measure source rocks. In late Cretaceous, the coalbed methane reservoir was rapidly uplifted, and with the temperature and pressure decreasing, the pressure condition of adsorbed gas changed from overpressure to normal-under pressure, which resulted in the high saturation and gas content in the present coalbed methane reservoir.     

偏序集拟阵与广义拟阵的关系

研究了偏序集拟阵与广义拟阵的关系.利用偏序集拟阵秩闭包算子的性质与广义拟阵闭包算子性质的比较得出:偏序集拟阵为广义拟阵;通过广义拟阵自同构群的公理系统与偏序集拟阵相应性质的比较得出:广义拟阵不一定为偏序集拟阵.     

增加配煤中低煤化度煤配比的研究

通过试验优化煤种配比与工艺方法，实现武汉钢铁(集团)公司现有配煤中增加10％以上的低煤化度煤，焦炭灰分降低0．1％以上，煤气产率提高约1％，提高化学产品的收率与产量，降低炼焦和炼铁的成本。     

复合涂膜用于黄瓜的保鲜研究

选用壳聚糖、海藻酸盐等原料作为涂膜原料，并通过正交实验优化涂膜配方，对黄瓜进行涂膜处理。在室温下，分别对黄瓜进行了失水率、硬度、叶绿素含量和Vc含量的测定。     

矩阵的Hadamard乘积

讨论了矩阵Hadamard乘积的一些性质，分别用秩1分解法和Kronecker乘积法给出了r(A*B)≤r(A)r(B)的证明。     

求矩阵最小多项式的一种方法及其应用

利用矩阵的秩来确定矩阵A的最小多项式的一种方法，以及最小多项式在求解常系数齐线性微分方程组中的应用．     

低温热解脱氧方法研究

为研究低煤化度煤含氧官能团的化学活性及其改性机理，通过对低温热解方法条件的确定，建立了实验室规模低温热解脱氧方法，进一步考察了该方法的效果。结果表明，在实验室采用此法研究低煤化度煤低温热解脱氧是可行的。     

可实现模糊矩阵的秩

通过对Ｆｕｚｚｙ可实现矩阵的Ｓｃｈｅｉｎ秩、行（列）秩和秩的研究，初步探讨了可实现矩阵的容度和其秩的关系