B.Sc.(Fudan University,China), Ph.D. (SUNY-Binghanton, USA)
Prof. Zhenyuan Wang graduated from the
Department of Mathematics, Fudan University in Shanghai,People's Republic of
China. Since 1962, he has been with the Department of Mathematics, Hebei
University (P. R. China), where he was a professor , and served as the Chairman
of the department from 1985 to 1990. In 1979-81, he was a visiting scholar at
the Laboratory for Artificail Intelligence and the Laboratory for Probability
Calculus, University of Paris VI, Fance. From 1989 to 1996, he was a visiting
scholar and then a visiting professor and research scientist in the Department
of Systems Science and Industrial Engineering, Binghamton University-SUNY, USA.
From 1997 to 1998, he was a research fellow in the Departent of Computer Science
& Engineering, The Chinese University of Hong Kong. He worked as a visiting
professor in New Mexico State University and The University of Texas at El Paso
from 1998 to 2001. Currently he is a professor in The Department of Mathematics,
University of Nebraska at Omaha. He received his Ph. D. in Systems Science in
1991 at Binghamton University.
Profssor Wang's main research interests are measure theory, particularly the
theory and applications of nonadditive set functions and nonlinear integrals,
probability and statistics, optimization, and soft computing methods, including
neural network and genetic algorithms. In the last 20 years, Professor Wang
received several awards for excellent and out-standing accomplishments in
teaching and research. He is the author or co-author of one book and more than
100 papers.
Address:Department of Computer Science and Engineering, The Chinese
University of Hong Kong, Shatin, N.T. Hong Kong
Fuzzy Measure Theory (Z. Wang and G. J. Klir), Plenum Press, New
York (1992).
papers
The autocontinuity of set function and the fuzzy integral (Z. Wang),
J. Math. Anal Appl. 99 (1984), 195-218.
Asymptotic structural characteristics of fuzzy measures and their
applications (Z. Wang), Fuzzy Sets and Systems 16 (1985 ), 277-290.
Transformation theorems for fuzzy integrals on fuzzy sets (Z. Wang and
Z. Qiao), Fuzzy Sets and Systems 34 (1990), 355-364.
Fuzzy linear regression analysis of fuzzy-valued variables (Z. Wang and
S. Li), Fuzzy Sets and Systems 35 (1990), 125-136.
Absolute continuity and the extension of fuzzy measures (Z. Wang),
Fuzzy Sets and Systems 36 (1990), 395-399.
Fuzzy measures and fuzzy integrals: an overview (J. R. Sims and Z.
Wang), International Journal of General Systems 17 (1990), 157-189.
Structural characteristics of fuzzy measure on S-compact spaces (Z.
Wang), International Journal of General Systems 17 (1990), 309-316,
On the null-additivity and the autocontinuity of fuzzy measures (Z.
Wang), Fuzzy Sets and Systems 45 (1992), 223-226.
Absolute continuity of fuzzy measures (Z. Wang), Proceedings of
FUZZ-IEEE/IFES'95, Yokohama (1995), 131-136.
Monotone set functions defined by Choquet integral (Z. Wang, G. J. Klir
and W. Wang), Fuzzy Sets and Systems 81 (1996), 241-250.
Fuzzy measures defined by fuzzy integral and their absolute continuity
(Z. Wang, G. J. Klir and W. Wang), J. Math. Anal.Appl. 203 (1996),
150-165.
Pan-integrals with respect to imprecise probabilities (Z. Wang, W. Wang
and G. J. Klir), International Journal of General Systems 25 (1996),
229-243.
Using genetic algorithms for ?-fuzzy measure fitting and extension (Z.
Wang and J. Wang), Proceedings of FUZZ/IEEE'96, New Orleans (1996),
1871-1874.
Using neural networks to determine Sugeno measures by statistics (J.
Wang and Z. Wang), Neural Networks 10, No. 1 (1997), 183-195.
Choquet integrals and natural extensions of lower probabilities (Z. Wang
and G. J. Klir), International Journal of Approximate Reasoning 16
(1997), 137-147.
Convergence theorems for sequences of Choquet integrals (Z. Wang),
International Journal of General Systems 26 (1997), 133-143.
PFB-integrals and PFA-integrals with respect to monotone set functions
(Z. Wang and G. J. Klir), International Journal of Uncertainty,
Fuzziness, and Knowledge-Based Systems 5, No. 2 (1997), 163-175.
Genetic algorithms for determining fuzzy measures from data (W. Wang, Z.
Wang and G. J. Klir), Journal of Intelligent and Fuzzy Systems 6
(1998), 171-183.
Neural networks used for determining belief measures and plausibility
measures (Z. Wang, J. Wang and G. J. Klir), Intelligent Automation and
Soft Computing 4, No. 4 (1998), 313-324.
Using a new type of nonlinear integral for multi-regression: an
application of evolutionary algorithms in data mining (K. Xu, Z. Wang, and
K. S. Leung), Proc. IEEE SMC'98, 2326-2331.
Discovering nonlinear-integral networks from databases using
evolutionary computation and minimum description length principle (K. S.
Leung, M. L. Wong, W. Lam, and Z. Wang), Proc. IEEE SMC'98 (1998),
2354-2359.
A genetic algorithm for determining nonadditive set functions in
information fusion (Z. Wang, K. S. Leung, and J. Wang), Fuzzy Sets and
Systems 102 (1999), 463-469.
Using genetic algorithms to determine nonnegative monotone set functions
for information fusion in environments with random perturbation (Z. Wang, K.
Xu, J. Wang, and G. J. Klir), International Journal of Intelligent
Systems 14, No.10 (1999), 949-962.
Determining nonnegative monotone set functions based on Sugeno's
integral: an application of genetic algorithms (Z. Wang, K. S. Leung, and J.
Wang), Fuzzy Sets and Systems 112 (2000), 155-164.
A new type of nonlinear integrals and the computational algorithm (Z.
Wang, K. S. Leung, M. L. Wong, and J. Fang), Fuzzy Sets and Systems
112 (2000), 223-231.
Nonlinear nonnegative multi-regressions based on Choquet integrals (Z.
Wang, K. S. Leung, M. L. Wong, J. Fang, and K. Xu), International Journal
of Approximate Reasoning 25, No.2 (2000), 71-87.
Discover dependency pattern among attributes using a new type of
nonlinear multiregression (K. Xu, Z. Wang, and K. S. Leung),
International Journal of Intelligent Systems 16 (2001), 949-962.
Learning nonlinear multiregression networks based on evolutionary
computation (K. S. Leung, M. L. Wong, W. Lam, Z. Wang, and K. Xu) IEEE T.
SMC 32, No. 5 (2002), 630-644.
Classification by nonlinear integral projections (K. Xu, Z. Wang, P. A.
Heng, and K. S. Leung) IEEE T. Fuzzy Systems 11, No. 2 (2003),
187-201.
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