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《JOURNAL OF BEIJING NORMAL UNIVERSITY(NATURAL SCIENCE)》 1997-03
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GENERALIZED RIEMANN-HILBERT-POINCAR■ PROBLEM FOR BIANALYTIC FUNCTIONS AND COMPLEX HARMONIC FUNCTIONS

Yang Shuo (Department of Mathematics, Beijing Normal Uinversity, 100875, Beijing, China)  
The generalized boundary value problem with derivatives of higher orders (problem V) for bianalytic functions and complex harmonic functions are considered. By the Bekya integral expression of analytic functions, some corresponding theorems of solvability for them are proved.
【Fund】: 国家自然科学基金!19561010
【CateGory Index】: O174
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【References】
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1 Yang Shuo Li Donglin(Department of basic courses,Beijing Institute of Petro-chemical Technology, 102600 Beijing);Properties of Complex Harmonic Functions at Infinity[J];Journal of Beijing Institufe of Petrochemical Technology;2001-02
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【Citations】
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1 Zhao Zhen(Department of Mathematics, Beijing Normal University, 100875, Beijing,PRC);BIANALYTIC FUNCTIONS,COMPLEX HARMONIC FUNCTIONS AND THEIR BASIC BOUNDARY VALUE PROBLEMS[J];JOURNAL OF BEIJING NORMAL UNIVERSITY;1995-02
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【Co-citations】
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1 ZHENG Shen-zhou, QU Gang-rong (College of Sciences, Northern Jiaotong University, Beijing 100044,China);Compound Boundary Value Problem for N-Analytic Functions[J];Journal of Northern Jiaotong University;2001-03
2 ZHENG Shen_zhou (School of Sciences, Northern Jiaotong University, Beijing 100044,China);N-Analytic Functions and a Class of Singular Differentio-Integral Equations[J];Journal of Northern Jiaotong University;2003-03
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7 Yang Shuo Li Donglin(Department of basic courses,Beijing Institute of Petro-chemical Technology, 102600 Beijing);Properties of Complex Harmonic Functions at Infinity[J];Journal of Beijing Institufe of Petrochemical Technology;2001-02
8 Huang Haiyang;ON COMPOUND BOUNDARY PROBLEM OF ANALYTIC FUNCTION WITH SHIFTS[J];Journal of Beijing Normal University(Natural Science);1982-04
9 Zhang Yilian (Department of Mathematics, Beijing Normal University,100875, Beijing, China);CARLEMAN INTERIOR AND EXTERIOR BOUNDARY PROBLEMS FOR BIANALYTIC FUNCTIONS[J];JOURNAL OF BEIJING NORMAL UNIVERSITY(NATURAL SCIENCE);1997-03
10 Wang Minghua (Department of Mathematics, Beijing Normal University, 100875, Beijing, China);SOME PROPERTIES OF BIANALYTIC FUNCTIONS AND ITS HILBERT BOUNDARY VALUE PROBLEM[J];JOURNAL OF BEIJING NORMAL UNIVERSITY(NATURAL SCIENCE);1998-01
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1 Tao Fangming (Shanghai Jiaotong Univ.200030);The Interaction Between Antiplane Elastic Line Inclusion and Crack[A];[C];2002
【Co-references】
Chinese Journal Full-text Database 10 Hits
1 Wang Minghua (Department of Mathematics, Beijing Normal University, 100875, Beijing, China);SOME PROPERTIES OF BIANALYTIC FUNCTIONS AND ITS HILBERT BOUNDARY VALUE PROBLEM[J];JOURNAL OF BEIJING NORMAL UNIVERSITY(NATURAL SCIENCE);1998-01
2 Zhao Zhen(Department of Mathematics, Beijing Normal University, 100875, Beijing,PRC);BIANALYTIC FUNCTIONS,COMPLEX HARMONIC FUNCTIONS AND THEIR BASIC BOUNDARY VALUE PROBLEMS[J];JOURNAL OF BEIJING NORMAL UNIVERSITY;1995-02
3 Zhao Zhen(Department of Mathematics,Beijing Normal University,100875,Beijing ,PRC);RIEMANN-HILBERT'S PROBLEM FOR BIANALYTIC FUNCTIONS[J];JOURNAL OF BEIJING NORMAL UNIVERSITY;1996-03
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【Secondary Citations】
Chinese Journal Full-text Database 1 Hits
1 Zhao Zhen(Department of Mathematics, Beijing Normal University, 100875, Beijing,PRC);BIANALYTIC FUNCTIONS,COMPLEX HARMONIC FUNCTIONS AND THEIR BASIC BOUNDARY VALUE PROBLEMS[J];JOURNAL OF BEIJING NORMAL UNIVERSITY;1995-02
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