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教授
教师拼音名称：renguangbin
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学位：博士
- 任广斌,任广斌.Almansi decomposition for Dunkl-Helmholtz operators.WAVELET ANALYSIS AND APPLICATIONS,2006,35-+.
- 任广斌,任广斌.Discrete Complex Analysis in Split Quaternions.COMPLEX ANALYSIS AND OPERATOR THEORY,2018,12(2):415-438.
- 任广斌,任广斌.Schwarz's Lemma for Slice Clifford Analysis.ADVANCES IN APPLIED CLIFFORD ALGEBRAS,2015,25(4):965-976.
- 任广斌,任广斌.Paracomplex Hermitean Clifford Analysis.COMPLEX ANALYSIS AND OPERATOR THEORY,2014,8(6):1367-1382.
- 任广斌,任广斌.Slice regular composition operators.COMPLEX VARIABLES AND ELLIPTIC EQUATIONS,2016,61(5):682-711.
- 任广斌.Bicomplex Hermitian Clifford analysis.FRONTIERS OF MATHEMATICS IN CHINA,2015,10(3):523-546.
- 任广斌,任广斌.Split-quaternionic Hermitian Clifford analysis.COMPLEX VARIABLES AND ELLIPTIC EQUATIONS,2015,60(3):333-353.
- 任广斌,任广斌.PSEUDOHYPERBOLIC METRIC AND UNIFORMLY DISCRETE SEQUENCES IN THE REAL UNIT BALL.ACTA MATHEMATICA SCIENTIA,2014,34(3):629-638.
- 任广斌,任广斌.Liouville Theorem for Dunkl Polyharmonic Functions.SYMMETRY INTEGRABILITY AND GEOMETRY-METHODS AND APPLICATIONS,2007,4
- 任广斌,任广斌.GROWTH AND DISTORTION THEOREMS FOR SLICE MONOGENIC FUNCTIONS.PACIFIC JOURNAL OF MATHEMATICS,2017,290(1):169-198.
- 任广斌,任广斌.Slice Lebesgue Measure of Quaternions.ADVANCES IN APPLIED CLIFFORD ALGEBRAS,2016,26(1):399-416.
- 任广斌,任广斌.Slice Regular Functions on Regular Quadratic Cones of Real Alternative Algebras.MODERN TRENDS IN HYPERCOMPLEX ANALYSIS,2015,227-245.
- 任广斌,Growth Theorems in Slice Analysis of Several Variables.ADVANCES IN APPLIED CLIFFORD ALGEBRAS,2019,29(5):
- 任广斌,任广斌.Gradient estimates and Jackson's theorem in Q(mu) spaces related to measures.JOURNAL OF APPROXIMATION THEORY,2008,155(2):97-110.
- 任广斌,任广斌.JULIA THEORY FOR SLICE REGULAR FUNCTIONS.TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,2017,369(2):861-885.