Xieping Wang Awarded 5th W.K. Clifford Prize
Xieping Wang of University of Science and Technology of China in Hefei has been selected as the recipient of the 2023 W. K. Clifford Prize for his outstanding contributions to the field of Clifford analysis.
Having completed his Ph.D. from USTC in 2017, Dr. Wang has already made significant contributions to the field of Clifford Analysis, particularly in the area of slice hyperholomorphic functions. His achievements include establishing geometric function theory for slice regular functions over octonions, proving a boundary Schwarz lemma for slice regular self-mappings of the unit ball in the quaternionic space, proving uniqueness of complex geodesics with prescribed boundary value and direction in strongly linearly convex domains, and establishing a Hartog’s type extension theorem for pluriharmonic functions on (n-1)-complete complex manifolds of dimension n > 1. Journals that have published his work include Transactions of the AMS, Mathematische Annalen, Pacific Journal of Mathematics, and Journal of Geometric Analysis.
Dr. Wang is currently an Associate Research Fellow at the University of Science and Technology of China.
The W. K. Clifford Prize is an international scientific prize intended to encourage young researchers to compete for excellence in research in theoretical and applied Clifford algebras and their analysis and geometry. Awarded every three years at ICCA (International Conference on Clifford Algebras and their Applications in Mathematical Physics), the 2023 W.K. Clifford Prize will be awarded to Dr. Xieping Wang at the 13th ICCA in Holon, Israel.
|The 13th International Conference on Clifford Algebras and Their Applications in Mathematical Physics (ICCA13) will be held at Holon Institute of Technology (HIT) in Holon, Israel, June 4-9, 2023. |
Source: Prof. I. Sabadini, President of International Advisory Board of ICCA conference series.