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School of Mathematical Sciences Xiamen University
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• Widths on the sphere, on the ball and on the simplex
• m-term approximation on the sphere, on the ball and on the simplex

• 2003.9-2006.6  ±±¾©Ê¦·¶´óÑ§  Ë¶Ê¿  (Beijing Normal University, M.S.)
• 1999.9-2003.6  ±±¾©Ê¦·¶´óÑ§  ±¾¿Æ  (Beijing Normal University, B.S.)

1. H. Huang and H. Wang. Greedy algorithm with regard to the needlet system on the sphere. Journal of Mathematical Analysis and Applications, (2017),454(2),557-570.
2. H. Huang and K. Wang. On the widths of Sobolev’s classes. Journal of Complexity. (2011),27(2),201-220.
3. F. Dai, H. Huang and K. Wang. Approximation by the Bernstein–Durrmeyer Operator on a Simplex. Constructive Approximation, (2010),31(3),289–308.
4. F. Dai, Z. Ditzian and H. Huang. Equivalence of measures of smoothness in $L_p(S^{d-1}), 1<p<\infty$. Studia Mathematica. (2010),196(2),179-205.
5. H. Wang and H. Huang. Widths of Sobolev classes on the ball. Journal of Approximation Theory, (2008),154,126-139.