DONG Zhe , JIANG Hai-Yi . DENSITY PROPERTIES OF MAPPING SPACES FOR OPERATOR SPACES[J]. Acta mathematica scientia, Series B, 2011 , 31(2) : 399 -407 . DOI: 10.1016/S0252-9602(11)60240-3

[1]  Arverson W. Subalgebras of C*-algebra. Acta Math, 1969, 123:  141--224

[2]  Blecher D, Paulsen  V. Tensor products of operator spaces. J Funct Anal, 1991, 99:  262--292

[3]  Effros E G, Ruan Z J. On approximation properties for operator spaces. International J Math, 1990, 1: 163--187

[4]  Effros E G, Ruan Z J. Self-duality for the Haagerup tensor product and Hilbert space factorizations. J Funct Anal, 1991, 100:  257--284

[5]  Effros E G, Ruan Z J. Mapping spaces and lifting for operator spaces. Proc London Math Soc, 1994, 69: 171--197

[6]  Effros E G, Ruan Z J.  The Grothendieck-Pietsch and Dvoretzky-Rogers theorem for operator spaces. J Funct Anal, 1994, 122:  428--450

[7]  Effros E G, Ruan Z J.  On the analogues of integral mappings and local reflexivity for operator spaces.  Indiana Univ Math J, 1997, 46:  1289--1310

[8]  Effros E G, Ruan Z J. Operator spaces//London Mathematical Society Monographs, New Series, 23. New York: The Clarendon Press, Oxford University Press, 2000

[9]  Effros E G,  Junge  M, Ruan Z J. Integral mapping and the principle of local reflexivity for non-cummutative L¹ spaces.  Ann of Math,
2000, 151:  59--92

[10]  Grothendieck A. Resumè de la thèorie mètrique des procuits tensoriels  topologiques. Bol Soc Mat S~{a}o Paolo, 1956, 8: 1--79

[11]  Paulsen V. Completely bounded maps and operator algebras//Cambridge Studies in Advanced MAth, 78. Cambridge: Cambridge Univ Press, 2002

[12]  Pisier G. Introduction to operator space theory//London Math Soc Lecture Notes Series, 294. Cambridge: Cambridge University Press, 2003

[13]  Ruan Z J. Subspaces of C*-algebra. J Funct Anal, 1988, 76: 217--230