CONVERSE

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Strong Converse Inequalities for Certain Mixed Szász-Beta Operators被引量：2
《Chinese Quarterly Journal of Mathematics》2011年第1期152-158,共7页QI Qiu-lan ZHANG Yu-ping 
Supported by National Science Foundation of China（10571040）
In this paper,a strong converse inequality of type B in terms of a new Kfunctional Kλα f,t2(0 < α < 2,0 ≤λ≤ 1) for certain mixed Szász-Beta operators is given.By this inequality,the converse theorem can be obta...
关键词：Szász-Beta operators K-FUNCTIONAL strong converse inequality Hlder inequality 
A General Converse Comparison Theorem for Backward Stochastic Differential Equation with Non-lipschitz Coefficient
《Chinese Quarterly Journal of Mathematics》2009年第4期568-573,共6页LU Min WANG Zeng-wu 
Foundation item： Supported by the＇Natured Science Foundation of the Edudation Department of Jiangsu Province（06KJD110092）
In this article, we first introduce g-expectation via the solution of backward stochastic differential equation（BSDE in short） with non-Lipschitz coefficient, and give the properties of g-expectation, then we establ...
关键词：backward stochastic differential equation with non-Lipschitz coefficient GENERATOR G-EXPECTATION converse comparison theorem. 
Strong Converse Inequalities for Szasz-Mirakjan Operators with Weights被引量：5
《Chinese Quarterly Journal of Mathematics》2008年第3期384-389,共6页LIU Guo-jun XUE Yin-chuan SUN Wei-bin 
the Foundation of Higher School of Ningxia(04M33);the NSF of Ningxia University(ZR0622)
In this paper, we give the strong converse inequalities of type B with the new K-functional Kλα(f,t2)w(0 ≤λ≤ 1, 0 < α < 2) on weighted approximation for Sz′asz-Mirakjan operators, which extend the previous resu...
关键词：Szasz-Mirakjan operators strong converse inequalities APPROXIMATION 
The Generalization of a Converse of Matrix Inequality
《Chinese Quarterly Journal of Mathematics》2005年第1期21-27,共7页FENGXiao-xia YANGZhong-peng 
Supported by the Science Foundation of Educational Commission of Fujian Province (JA03157)Supported by the Scientific Research Item of Putian University(20042002)
We prove that the inequality holds, when a m × n real matrix X = (xij) whose entries are not all equal to 0 satisfies Therefore we not only generalize the results of Horst Alzer [2] from non-negative matrix to real m...
关键词：real matrix TRACE INEQUALITY lower bound 
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