带粗糙核的Marcinkiewicz积分交换子在加权Herz空间中的有界性

讨论了一类由BMO(Rn)函数生成的并带有粗糙核的Marcinkiewicz积分交换子在加权Herz空间上的有界性.     

V型槽衬底内条形大光腔可见光半导体激光器

采用一种新的液相外延工艺，研制出具有大光腔结构的Ｖ型槽衬底内条形可见光发射半导体激光器，其光谱波长为７７９－７８４ｎｍ，室温连续工作阈值电流为６０ｍＡ，具有２倍阈值的基模工作时，线性输出光功率可达８ｍＷ，４ｍＷ下工作寿命已超过３０００小时。     

平的Banach空间

本文定义了平的Ｂａｎａｃｈ空间，证明了平的Ｂａｎａｃｈ的空间Ｘ的共轭空间Ｘ没有非常光滑点，而Ｓ（Ｘ）的非光滑点在Ｓ（Ｘ）是稠密的，同时还给出Ｘ具有粗范数的一个充分条件。     

Thin-film electroluminescent structures on substrates with rough surfaces

It is shown that the use of substrates with inner rough and outer diffusely scattering surfaces in film electroluminescent structures makes it possible to substantially increase the coefficient of radiation extraction (by a factor of 1.3–2.5) and the brightness of luminescence (by a factor of 1.2–3.5) as compared to the structure on a smooth surface, which can be employed to enhance the brightness of individual colors of the luminescence of electroluminescent emitters. The results of the investigations indicate a substantial decrease in the constant of the time of brightness buildup (by a factor of 6–8 for MDSDM structures and by a factor of ∼3.8 for MDSCM structures) and the appearance of two segments of brightness decay for MDSMD structures with different constant decay times in going from the structure on a smooth substrate to the structures built on substrates with an inner rough surface. Unlike this, MDSCM structures have two segments of brightness decay on both a smooth substrate and a rough substrate. Ul’yanovsk State University, 42, L. Tolstoi St., Ul’yanovsk, Russia, 432700. Translated from Zhurnal Prikladnoi Spektroskopii, Vol. 65, No. 5, pp. 787–793, September–October, 1998.     

粗糙表面激光散射统计建模的遗传算法

首先利用简单几何光学与概率统计的原理，根据粗糙面激光散射特性，对双向反射分布函数进行了简化和数学统计建模。然后通过遗传算法对实验测量数据的拟合，获得更多的物体粗糙表面的光散射信息。最后提出了几种简化的数学统计模型，对实验数据进行优化拟合，均取得了良好的效果。     

PSIM催化核苷类化合物3'-酯选择性合成中的底物识别

研究了有机溶剂中酶促核苷类化合物3'-酯高区域选择性的合成反应,探讨了核苷结构中R1位取代基变化对酶促酰化反应的影响.结果表明:来源于Burkholderia cepacia的固定化脂肪酶PS IM在有机溶剂THF中的催化效果最佳,且酰化反应的优势位点均为3'-羟基(90%～>99%);随着核苷中R1位取代基由F变化至CF3或酰基供体链长由C6增加至C14,该酰化反应的3'-区域选择性均呈现逐渐增加的趋势,构效关系分析表明,这主要源于PS IM酶特殊的活性中心结构.     

Rough multiple singular integrals along hypersurfaces

In this paper, the authors study the mapping properties of singular integrals on product domains with kernels in L(log+L)ε(Sm-1 × Sn-1) (ε = 1 or 2) supported by hyper-surfaces. The Lp bounds for such singular integral operators as well as the related Marcinkiewicz integral operators are established, provided that the lower dimensional maximal function is bounded on Lq(R3) for all q > 1. The condition on the integral kernels is known to be optimal.     

抛物型奇异积分算子在Triebel-Lizorkin空间的有界性

在Triebel-Lizorkin空间上建立了粗糙核抛物型奇异积分算子T的有界性,其中算子T定义为Tf(x)=p.v.∫_(Rn)(Ω(y))/(ρ(y)~β)f(x-y)dy,β≥n,ρ是伴随某种非迷向展缩的范数.