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9篇 您的检索式:作者名="Chen Guanggui"
    题名 作者 年代 出处 被引量
1Multivariate irregular sampling theorem显示文摘In this paper,we prove a Marcinkiewicz-Zygmund type inequality for multivariate entire functions of exponential type with non-equidistant spaced sampling points. And from this result,we establish a multivariate irregular Whittaker-Kotelnikov-Shannon type sampling theorem.CHEN GuangGui FANG GenSun 2009Science China Mathematics2009,52,11:1
2Linear widths of multivariate function spaces equipped with the Gaussian measure显示文摘Chen Guanggui Fang Gensun 2005J Approx Theory2005,132,:1
3A sensitive immunoassay based on direct hapten coated format and biotin–streptavidin system for the detection of chloramphenicol显示文摘Na Sai Yiping Chen Nan Liu Guanggui Yu Pu Su Yi Feng Zhijiang Zhou Xiaoyu Liu Huanying Zhou Zhixian Gao Bao an Ning 2010Talanta2010,,4:1
4Probabilistic and average widths of multivariate Sobolev spaces with mixed derivative equipped with the Gaussian measure 显示文摘Chen Guanggui Fang Gensun 2004Complexity2004,,6:1
5A sensitive immunoassay based on direct hapten coated format and biotin–streptavidin system for the detection of chloramphenicol显示文摘Na Sai Yiping Chen Nan Liu Guanggui Yu Pu Su Yi Feng Zhijiang Zhou Xiaoyu Liu Huanying Zhou Zhixian Gao Bao an Ning 2010Talanta2010,,4:1
6Probabilistic and average widths of multivariate Sobolev spaces with mixed derivative equipped with the Gaussian measure显示文摘Chen Guanggui Fang Gensun 2004Complexity2004,,6:1
7Discrete nature of multivariate Paley-Wiener space显示文摘Eoff proves that the univariate Paley-Wiener space Bπ,p(R) is isomorphic to the discrete Hardy space Hp(R), 0CHEN Guanggui and FANG Gensun(Department of Mathematlcs, Beijing Normal University, Beijing 100875, China) 2003Progress in Natural Science:Materials International2003,13,4:1
8Aliasing Error of Sampling Theorem显示文摘Let f∈Lpr(R),1<p<∞,r∈N),the bound for aliasing of function fin Lp—metricesis given in[1].From embedding Theorem and Stein inequality,it follows,that if f∈Lpr(R),1<p<∞,then f∈Lqr(R),1<p<q≤∞ and f(k)∈Lp(R)∩Lq(R),k=0,1,…,r-1.In this paper,we con-tinued Fang’s work in[1],and obtain the bound for aliasing error of function f∈Lpr(R),1<p<∞,inLq-metrices(p≤q≤∞).And the order is exact when 1<p≤q≤2.Chen Guanggui(Dept. of Math. Chengdu Teachers College, pengzhou ,611930) 1999西华大学学报(哲学社会科学版)1999,20,2:0
9DIFFERENT RESULTS BY DIFFERENT COMMERCIAL TAQ DNA POLYMERASE IN RAPD显示文摘HE Li 1,2 , YUAN Shuiquan 1,3 , MO Banghui 1, YAO Guanggui 3, LIN Honghui 2, CHEN Fang 2 & GUO Xiaocai 1* (1. Chengdu Institute of Biology, Chinese Academy of Sciences, Chengdu 610041 2.Life College, Sichuan University, Chengdu 610 2002四川动物2002,21,2:0
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