Ping Wong Ng

Professor and Graduate Coordinator
Analysis

204A Maxim Doucet Hall
337-482-5272
png@louisiana.edu

Ping Wong Ng's webpage

Ph.D.: 2000, University of California at Los Angeles
M.S.: 1997, University of California at Los Angeles
B.S. 1995 Simon Fraser University

Research interests: functional analysis, operator algebras, operator theory.

Selected research publications:

• Ng, P. W. and Robin, Tracy, Generalized quasidiagonality for extensions, Banach J. Math. Anal., 13 (2019) no. 3,582--598
• Ng, P. W. and Robin, Tracy, Functorial properties of $\rm Ext_u(\cdot,\Cal B)$ when $\Cal B$ is simple with continuous scale, J. Operator Theory, 81 (2019) no. 2,481--498.
• Giordano, Thierry and Ng, Ping W., A relative bicommutant theorem: the stable case of Pedersen's question, Adv. Math., 342 (2019),1--13.
• Ng, P. W., Nonstable absorption, Houston J. Math., 44 (2018) no. 3,975--1017.
• Kaftal, Victor and Ng, P. W. and Zhang, Shuang, The minimal ideal in multiplier algebras, J. Operator Theory, 79 (2018) no. 2,419--462.
• Ng, Ping Wong and Robert, Leonel and Skoufranis, Paul, Majorization in $\rm C^*$-algebras, Trans. Amer. Math. Soc., 370 (2018) no. 8,5725--5759.
• Ng, Ping W., A double commutant theorem for the corona algebra of a Razak algebra, New York J. Math., 24 (2018),157--165.
• Ng, P. W., Approximate uniqueness for maps from $C(X)$ into simple real rank 0 $\rm C^*$-algebras, Banach J. Math. Anal., 12 (2018) no. 1,126--143.
• Ng, P. W. and Skoufranis, P., Closed convex hulls of unitary orbits in certain simple real rank zero $\rm C^*$-algebras, Canad. J. Math., 69 (2017) no. 5,1109--1142.
• Ng, P. W. and Robin, Tracy, Density of a normal subgroup of the invertibles in certain multiplier algebras, Oper. Matrices, 11 (2017) no. 3,601--622.