Wuhan University Tu Zhenhan--Home--Paper Publications

香港大学

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Gender:Male
Date of Birth:1963-07-19
Business Address:雷军科技楼A618
E-Mail:zhhtu.math@whu.edu.cn

Home > Scientific Research > Paper Publications

[1]. 涂振汉 NORMAL CRITERION FOR FAMILIES OF HOLOMORPHIC MAPS OF SEVERAL COMPLEX VARIABLES INTO P-N(C) WITH MOVING HYPERSURFACES. ACTA MATHEMATICA SCIENTIA. 29 (1). 2009.
[2]. 涂振汉 Uniqueness problem of meromorphic mappings in several complex variables for moving targets. TOHOKU MATHEMATICAL JOURNAL. 54 (4). 2002.
[3]. 涂振汉 Rigidity of proper holomorphic mappings between equidimensional Hua domains. MATHEMATISCHE ANNALEN. 363 (1-2). 2015.
[4]. 涂振汉 Normal families of meromorphic mappings of several complex variables into P-N(C) for moving targets. SCIENCE IN CHINA SERIES A-MATHEMATICS. 48. 2005.
[5]. 涂振汉 ON THE EXISTENCE OF SINGULAR DIRECTIONS OF HOLOMORPHIC MAPS FROM THE UNIT DISK INTO P-n(C). ACTA MATHEMATICA SCIENTIA. 30 (5). 2010.
[6]. 涂振汉 Montel-type theorems in several complex variables with continuously moving targets. CHINESE ANNALS OF MATHEMATICS SERIES B. 31 (3). 2010.
[7]. 涂振汉 Rigidity of proper holomorphic mappings between certain unbounded non-hyperbolic domains. JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. 419 (2). 2014.
[8]. 涂振汉 The Schwarz lemma at the boundary of the symmetrized bidisc. JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. 459 (1). 2018.
[9]. 涂振汉 UNIQUENESS PROBLEM FOR MEROMORPHIC MAPPINGS IN SEVERAL COMPLEX VARIABLES INTO P-N(C) WITH TRUNCATED MULTIPLICITIES. ACTA MATHEMATICA SCIENTIA. 33 (1). 2013.
[10]. 涂振汉 On the singular directions of value distribution of holomorphic curves in P-n(C). ACTA MATHEMATICA SCIENTIA. 26 (4). 2006.
[11]. Rigidity of proper holomorphic mappings between bounded symmetric domains. GEOMETRIC FUNCTION THEORY IN SEVERAL COMPLEX VARIABLES. 2004.

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[1]. 涂振汉 NORMAL CRITERION FOR FAMILIES OF HOLOMORPHIC MAPS OF SEVERAL COMPLEX VARIABLES INTO P-N(C) WITH MOVING HYPERSURFACES. ACTA MATHEMATICA SCIENTIA. 29 (1). 2009.

[2]. 涂振汉 Uniqueness problem of meromorphic mappings in several complex variables for moving targets. TOHOKU MATHEMATICAL JOURNAL. 54 (4). 2002.

[3]. 涂振汉 Rigidity of proper holomorphic mappings between equidimensional Hua domains. MATHEMATISCHE ANNALEN. 363 (1-2). 2015.

[4]. 涂振汉 Normal families of meromorphic mappings of several complex variables into P-N(C) for moving targets. SCIENCE IN CHINA SERIES A-MATHEMATICS. 48. 2005.

[5]. 涂振汉 ON THE EXISTENCE OF SINGULAR DIRECTIONS OF HOLOMORPHIC MAPS FROM THE UNIT DISK INTO P-n(C). ACTA MATHEMATICA SCIENTIA. 30 (5). 2010.

[6]. 涂振汉 Montel-type theorems in several complex variables with continuously moving targets. CHINESE ANNALS OF MATHEMATICS SERIES B. 31 (3). 2010.

[7]. 涂振汉 Rigidity of proper holomorphic mappings between certain unbounded non-hyperbolic domains. JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. 419 (2). 2014.

[8]. 涂振汉 The Schwarz lemma at the boundary of the symmetrized bidisc. JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. 459 (1). 2018.

[9]. 涂振汉 UNIQUENESS PROBLEM FOR MEROMORPHIC MAPPINGS IN SEVERAL COMPLEX VARIABLES INTO P-N(C) WITH TRUNCATED MULTIPLICITIES. ACTA MATHEMATICA SCIENTIA. 33 (1). 2013.

[10]. 涂振汉 On the singular directions of value distribution of holomorphic curves in P-n(C). ACTA MATHEMATICA SCIENTIA. 26 (4). 2006.

[11]. Rigidity of proper holomorphic mappings between bounded symmetric domains. GEOMETRIC FUNCTION THEORY IN SEVERAL COMPLEX VARIABLES. 2004.