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Weisheng Yang

Liberal arts professor

Education

  • Ph.D., mathematics, State University of New York at Albany
  • M.S., biometry and statistics, State University of New York at Albany
  • M.S., applied mathematics, Wuhan Institute of Physics and Mathematics
  • B.S., applied mathematics, University of Science and Technology of China

Credentials

  • Professor, 2002–present, Savannah College of Art and Design, Savannah, GA
  • Teaching assistant, 1998–2002, State University of New York at Albany, Albany, NY

Awards, recognitions, and honors

  • Prize for Natural Sciences (Second Class), Hubei Province, China, Oct. 2002
  • Grant, National Natural Sciences Foundation of China, March 1997–March 2000

Publications and presentations

  • With Ouyang, C.H. and Zhao, R.H., "Characterizations of Bergman Spaces and Bloch Space in the Unit Ball of Cn,"  Trans. Amer. Math. Soc., 347 11, 1995, 4301–4313.
  • With Ouyang, C.H. and Zhao, R.H., "Mobius Invariant Qp Spaces Associated with the Green's Function on the Unit Ball of Cn," Pacific J. Math, 182, 1, 1998, 69–99.
  • "Some Characterizations of Alpha-Bloch Spaces on the Unit Ball of Cn," Acta Math. Sci., 17, 4, 1997, 471–477.
  • "Characterizations of Vanishing Bergman-Carleson Measure and Little Bloch Space," Advances in Math, 26, 6, 1997, 529–536.
  • With Zhuo, W., "Integral Criteria of Bloch Type Functions Radial Derivative," Acta Math. Sci. (Chinese edition), 18, 4, 1998, 451–458.
  • With Zhuo, W., "Characterizations of Little Alpha-Bloch Spaces on the Unit Ball of Cn," The Bulletin of the Hong Kong Mathematical Society (BHKMS), 2, 1999, 213–221.
  • With Ouyang, C.H., "Exact Location of Alpha-Bloch Spaces in L_a^p and Hp of a Complex Unit Ball," Rocky Mountain Journal of Mathematics, 30, 3, 2000, 1151–1169.
  • "Carleson Type Measure Characterizations of Qp Spaces," Analysis, 18, 1998, 345–349.
  • "Vanishing Carleson Type Measure Characterizations of Qp,0 Spaces," C. R. Math. Rep. Acad. Sci. Canada, 21, 1, 1999, 1–5.
  • "A Two-subgroup Double Logistic Model," M.S. thesis, Department of Biometry and Statistics, State University of New York at Albany, 2003.
  • "The Reproducing Kernel of an Invariant Subspace of the Bergman Space," Ph.D. dissertation, Department of Mathematics and Statistics, State University of New York at Albany, 2002.