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Volume 41,Issue 1,2020 Table of Contents
41 | | | Persistence Approximation Property for Maximal Roe Algebras | | | Qin WANG and Zhen WANG | | | 2020,41(1):1-26 [Abstract(1760)] [View PDF 313.46 K (1584)] | | | | | Properties of Complex Oscillation of Solutions of a Class of Higher Order Linear Differential Equations | | | Jianren LONG and Yezhou LI | | | 2020,41(1):27-36 [Abstract(1153)] [View PDF 155.58 K (1188)] | | | | | The Coefficient Inequalities for a Class of Holomorphic Mappings in Several Complex Variable | | | Qinghua XU, Taishun LIU and Xiaosong LIU | | | 2020,41(1):37-48 [Abstract(1052)] [View PDF 165.15 K (1266)] | | | | | Character Formulas for a Class of Simple Restricted Modules over the Simple Lie Superalgebras of Witt Type | | | Yu-Feng YAO | | | 2020,41(1):49-60 [Abstract(1042)] [View PDF 187.88 K (1064)] | | | | | A Modified Analytic Function Space Feynman Integral of Functionals on Function Space | | | SeungJun CHANG and HyunSoo CHUNG | | | 2020,41(1):61-76 [Abstract(1057)] [View PDF 191.16 K (1044)] | | | | | Generalized Weighted Morrey Estimates for Marcinkiewicz Integrals with Rough Kernel Associated with Schrödinger Operator and Their Commutators | | | Ferit G"{U}RB"{U}Z | | | 2020,41(1):77-98 [Abstract(1072)] [View PDF 243.48 K (1094)] | | | | | Boundedness of Singular Integral Operators on Herz-Morrey Spaces with Variable Exponent | | | Hongbin WANG and Fanghui LIAO | | | 2020,41(1):99-116 [Abstract(1244)] [View PDF 212.79 K (1203)] | | | | | The Initial-Boundary-Value Problems for the Hirota Equation on the Half-Line | | | Lin HUANG | | | 2020,41(1):117-132 [Abstract(1011)] [View PDF 216.85 K (1067)] | | | | | Certain Curvature Conditions on P-Sasakian Manifolds Admitting a Quater-Symmetric Metric Connection | | | Uday Chand DE, Peibiao ZHAO, Krishanu MANDAL and Yanling HAN | | | 2020,41(1):133-146 [Abstract(1105)] [View PDF 166.15 K (1481)] | | | | | Geodesics in the Engel Group with a Sub-Lorentzian Metric—— the Space-Like Case | | | Qihui CAI | | | 2020,41(1):147-162 [Abstract(1151)] [View PDF 348.44 K (1012)] | | | |
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