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Gowers-Maurey's space and its conjugate space被引量：5: 《Chinese Science Bulletin》1997年第1期14-17,共4页ZHONG HuaijieDepartment of Mathematics, Fujian Normal University, Fuzhou 350007, China; RECENTLY Gowers and Maurey constructed the first example of Banach space containing no unconditional basic sequence. We denote this space by X_G, in this note. Using the results in ref. [1], some further studies and r...; 关键词：hereditarily INDECOMPOSABLE SPACE QUOTIENT hereditarily incompoundable SPACE RIESZ operator.

Investigation on the intelligence quotient of children in the areas with high REE background (Ⅰ)-- REE bioeffects in the REE-high areas of southern Jiangxi Province被引量：8: 《Chinese Science Bulletin》1996年第23期1977-1981,共5页朱为方徐素琴张辉邵萍萍吴东森杨文教冯嘉; supported by the Resources;Environmental Bureau, Chinese Academy of Sciences.; In China,rare earth elements(REE)are widely utilized in agriculture.Many studieson REE toxicology,pharmacology and biochemistry have been made both at home andabroad.However,REE damage to the functions of human memory...; 关键词：rare earth elements received CHILDREN intelligence QUOTIENT bioeffect.

Infinite-dimensional separable quotients of Banach space被引量：1: 《Chinese Science Bulletin》1996年第9期714-717,共4页钟怀杰; Science Foundation of Fujian Province.; In functional analysis, the following problem is fundamental: does every infinite-dimensional Banach space have an infinite-dimensional quotient space? It has remainedunsolved for a long time.; 关键词：Banach SPACE SEPARABLE SPACE QUOTIENT space.

THE ALGEBRAIC STRUCTURE RELATED TO L-A-B TRIAD REPRESENTATIONS OF INTEGRABLE SYSTEMS被引量：1: 《Chinese Science Bulletin》1992年第15期1249-1253,共5页马文秀; Project supported by the National Science Foundation of Postdoctor of China.; Evolution equations integrable by the inverse scattering transform are the compatibility condition of two linear eigenvalue; 关键词：INTEGRABLE system L-A-B TRIAD representation QUOTIENT ALGEBRA

ON ZASSENHAUS'CONJECTURE: 《Chinese Science Bulletin》1991年第19期1664-1665,共2页王燕鸣; In [1], by using the classification theorem of finite simple groups, Xiao generalized a Zassenhaus’conjecture, and proved the following theorem. Theorem. Let G be a finite group. Then G is nilpotent if and only if (...; 关键词：NILPOTENT CONJECTURE SUBGROUP SOLVABLE argument QUOTIENT nontrivial DICTION elementary contra

ON AN OPEN PROBLEM OF ALBU AND NSTSESCU: 《Chinese Science Bulletin》1988年第20期1667-1668,共2页吴泉水; It is well known that a Grothendieck category having an Artinian generator is equivalent to Mod-A, where A is a suitable right Artinian ring. As an open problem, Albu and N(?)st(?)sescu asked in [1]: If is a Grothendi...; 关键词：LOCALIZATION TORSION theory GROTHENDIECK CATEGORY QUOTIENT CATEGORY

COMMUTATIVELY CLOSED IDEAL LANGUAGES AND THEIR PRIMARY DECOMPOSITIONS: 《Chinese Science Bulletin》1986年第17期1163-1166,共4页许光午; Project supported by the Science Fund of Academia Sinica; Let X be a finite set. A free monoid generated by X is denoted by X~*. Every element of X~* is called a word over X and every subset of X~* is called a language over X. The identity of X~*, so called empty word, is de...; 关键词：MONOID SUBSET INTEGER nonempty DIVISOR proof embedding notion QUOTIENT quasi

G_0 AND G_1 OF A CLASS OF GROUP RINGS R(π■Γ): 《Chinese Science Bulletin》1986年第11期721-724,共4页刘木兰李福安; For a right Noetherian ring R with 1, G0（R） and G1（R） denote the Grothendieck group K0（（?）R） and the Whitehead group K1（（?）R） respectively, where （?）R is the Abelian category of the finitely generated ri...; 关键词：WHITEHEAD finitely CLASS CATEGORY sided notation INVAR RINGS GENERATOR QUOTIENT

ON A PROBLEM OF HILDEN AND MONTESINOS: 《Chinese Science Bulletin》1985年第3期298-299,共2页周青; It is well known that every closed orientable 3-dimensional manifold is a 3-fold branched covering space of S3, and the branch set in S3 is a knot. Generally, this is best possible. For example, S1×F?(F? is an orient...; 关键词：COVERING branch nontrivial PROOF MANIFOLD QUOTIENT restr rally 邻初 SUBGROUP

WEAK STABILITY OF NONLINEAR DISCRETIZATION: 《Chinese Science Bulletin》1985年第2期143-147,共5页郭本瑜; Let ■1 and ■2 be Banach spaces, with the norms ||·||1 and ||·||2 respectively. L is an operator from ■1 into ■2, f∈■2, we consider the following operator; 关键词：norms BOUNDEDNESS arbitrary GENERA QUOTIENT PROOF assume valent satisfied SUPPOSE

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