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9篇 您的检索式：作者名="Xing Chaoping"

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		题名	作者	年代	出处	被引量
	1	quantum codes from concatenated algebraic geometric codes 显示文摘	Chen Hao Ling San Xing Chaoping	2005	IEEE Trans Inf Theory2005，51，：	1
	2	Quantum Codes Concatenated From Algebraic Geometric Codes 显示文摘	Hao Chen San Ling Chaoping Xing	2005	IEEE Trans Inf Theory2005，51，：	1
	3	Function-field codes显示文摘	Hachenberger D Niederreiter H Xing Chaoping	2008	AAECC2008，，19：	1
	4	A class of linear codes with good parameter from algebraic eurves显示文摘	Xing Chaoping Ling San	2000	IEEE Trans Inform Theory2000，46，4：	1
	5	Quantum codes from concatenated algebraic-geometric codes显示文摘	Chen Hao Ling San Xing Chaoping	2005	IEEE Trans Inform Theory2005，51，8：	1
	6	A new construvyion f quantum error-correcting codes 显示文摘	Feng Keqin Xing Chaoping		to appear in Transaction of American Mathematical Society0，，：	1
	7	A New Construction of Quantum Error-correcting Codes显示文摘	Feng Keqin Xing Chaoping	2008	Transactions of the American Mathematical Society2008，360，：	1
	8	MICROSTRUCTURE AND MECHANICAL PROPERTIES OF ALUMINA COATINGS PLASMA-SPRAYED AT DIFFERENT SUBSTRATE TEMPERATURES显示文摘Alumina coatings are prepared by atmospheric plasma spraying through controlling the substrate temperature during spraying. The changes in microstructure and mechanical properties of the coatings prepared at different substrate temperatures are examined. The hardness and the elastic modulus of the coatings are measured by indentation methods. The results show that interlamellar bonding in the coatings is significantly improved with increasing the substrate temperature. Moreover, long through-thickness columnar grains form in the coatings when the substrate temperature reaches above 430℃. As a result, the cross-sectional hardness and the elastic modulus perpendicular to the coating surface increase with increasing the substrate temperature.	Yazhe Xing Chaoping Jiang Hong Chen Jianmin Hao	2011	Acta Mechanica Solida Sinica2011，24，5：	0
	9	Preface显示文摘The present issue of Science China Mathematics is devoted to the themes of Combinatorics,Codingtheory and Cryptography(C3).Combinatorics,coding theory and(modern)cryptography are relatively young as subjects of mathematics.These areas enjoyed tremendous growth in the second half of the twentieth century,and thetrend shows no signs of abating.Moreover,the first decade of the twenty-first century also witnessedintensified interactions between these subjects.This special issue showcases some aspects of C3andconnections among them.The purpose is two-fold.On the	Keqin Feng Qing Xiang Chaoping Xing	2013	Science China Mathematics2013，56，7：	0

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