NTJ炸药及其在矿山爆破中的应用

NTJ炸药是一种新型液体混合炸药,工艺简单,成本低廉,爆轰性能优良,特别是高爆热,综合爆轰性能优于50/50 TNT/RDX,在矿山爆破中,可以代替50/50 TNT/RDX起爆浆状炸药。在白云铁矿进行现场试用,效果良好。     

具有AUMD性质的复Banach空间的某些特征

本应用解析鞅的一类特殊的不等式给出了具有AUMD性质的复Banach空间的某些特征。     

关于复Banach空间的几何学

本文介绍复Ｂａｎａｃｈ空间几何学近年来的发展状况及其与向量值调和分析、Ｂ值鞅理论的联系。文章包括以下内容：１．几个反例；２．复凸性与复凸模；３．解析Ｒａｄｏｎ－Ｎｉｋｏｄｙｍ性质的分析特征；４．解析Ｒａｄｏｎ－Ｎｉｋｏｄｙｍ性质的几何特征；５．几种ＲＮ性质的比较；６．ＰＬ一致凸性的鞅刻画；７．Ｈ一致凸性的鞅刻画；８．向量值Ｈａｒｄｙ与Ｐａｌｅｙ不等式；９．解析ＵＭＤ空间。     

Hydrothermal Synthesis and Structure of a Copper(II) Complex, [Cu(4,4''''bpy)(H_2O)_3]SO_42H_2O

1 INTRODUCTION Recently, there has been increasing interest in crystal engineering of supramolecular architectures by means of covalent bonding, hydrogen bonding or other weak intermolecular interactions[1, 2], which reflect their potential applications in host-guest che- mistry, catalysis and function materials[3～5]. The construction of such materials is mainly provided by geometry of transition metal extending through rigid ligands. The oxidation state and coordination predisposition …     

向量值Lipschitz鞅空间p_λ~β(X)和p_∧~β(X)

本文研究了Ｂａｎａｃｈ空间值Ｌｉｐｃｈｉｔｚ 鞅空间。与与 之间的相互嵌入关系,以及与小指标Ｈａｒｄｙ 鞅空间,的共轭空间之间的相互嵌入关系,其结果与值空间的凸性和光滑 性有着密切的联系,     

弱Orlicz鞅空间的原子分解

本文对于几种类型的弱Orlicz 鞅空间建立了强型和弱型的原子分解定理, 证明了这些空间上的次线性算子的有界性以及这些空间彼此的连续嵌入关系. 弱Orlicz 空间是一类拟Banach 空间, 有关结论扩展了现有的关于Orlicz 空间和弱型Lorentz 空间的相关结论.     

鞅型序列与FRECHET空间的核性

如所周知,向量值鞅和渐近鞅是研究空间性质的有力工具。特别地,在文献[1]-[6]中,L.Egghe与A.Bellow等利用渐近鞅的有关性质分别刻划了Banach空间的有限维特征和Frechet空间的核性特征。本文进一步研究鞅型序列的性质,得到了Frechet空间具有核性的另一些等价条件,给出了鞅型序列的分解定理和收敛定理,推广了上述文献中的有关结果。     

TRANSFORMS, DIFFERENTIAL SUBORDINATIONS AND A_p-WEIGHTED INEQUALITIES FOR BANACH-SPACE-VALUED REGULAR MARTINGALES

In this paper we proved the A_p-weighted inequalities for martingale transforms and differential subordinations of Banach-space-valued regular maringales. We discussed the relations between the weighted inequalities, A_p-weight functions and the Banach spaces which has the UMD property or are isomorphic to Hilbert space.     

Φ-INEQUALITIES AND LAWS OF LARGE NUMBERS OF HARDY MARTINGALETRANSFORMS

In[101,GarlinghasintroducedtheAUMDpropertyofComplexBanachspaceusinginequalityofmartingaletransforms,somefactsshowwhichdiffersfromUMDpropertyofrealBanachspaceintroducedbyBurkholder[6].GarlingalsoprovedthatAUMDpropertyimpliessuperreflexivityandARNP.In[13],XuprovedHMT.isequivalenttoAMT.thatistheBanachspacesforwhicllHardymartingalesconvergeunconditiollallyarethoseforwhichanalyticmartingalesconvergeunconditionally.Hardymartingalesandanalyticmartingalesformaspecialclassofmartingalesforwh…     

B -valued martingale spaces with small index and atomic decompositions

Some atomic decomposition theorems for Banach-space-valued martingales are established. Using them, the embedding relationships between martingale spaces with small index are discussed. The results obtained here are connected closely with thep-uniform smoothness and q-uniform convexity of Banach space in which the martingales take values.