P. Wong

发表

The concepts of general position and a second main theorem for non-linear divisors

Philip P. W. Wong, Hiu-Fai Law, P. Wong, 2011 .

On the Uniformization of Parabolic Manifolds

P. Wong, 1986 .

Integral points of P n 2 n +1 hyperplanes in general position

M. Ru, P. Wong, 2005 .

Second Main Theorems in Number Theory and Nevanlinna Theory

P. Wong, 1991 .

A Second Main Theorem on ℙn for difference operator

Philip P. W. Wong, Hiu-Fai Law, P. Wong, 2009 .

Stein manifolds with compact symmetric center

P. Wong, G. Patrizio, 1991 .

SECOND MAIN THEOREM OF NEVANLINNA THEORY FOR NONEQUIDIMENSIONAL MEROMORPHIC MAPS

W. Stoll, P. Wong, 1994 .

Some results on global analytic sets

N. Sibony, P. Wong, 1980 .

THEOREM (Bloch). Let X be an irreducible projective variety with irregularity q (X) > dim X. Then for every holomorphic curve f: C- X the image f (C) is contained in a proper subvariety of X.

P. Wong, 2016 .

Diophantine Approximation and the Theory of Holomorphic Curves

P. Wong, 1990 .

The Oka-Grauert-Gromov principle for holomorphic bundles

P. Wong, 2008 .

A Survey of Complex Finsler Geometry

P. Wong, 2007 .

Integral points of Pn−{2n+1 hyperplanes in general position}

M. Ru, P. Wong, 1991 .

Finsler Geometry of Holomorphic Jet Bundles

K. Chandler, P. Wong, 2004 .

Finsler geometry of projectivized vector bundles

Junyan Cao, P. Wong, Junyan Cao, 2003 .

Hyperbolicity of negatively curved Kähler manifolds

P. Wong, M. J. Kreuzman, 1990 .

Complex Monge-Ampère equation and related problems

P. Wong, 1987 .

Holomorphic Jet Bundles

W. Stoll, P. Wong, 2000, math/0003226.

Hyperbolicity of the complement of plane algebraic curves

G. Schumacher, P. Wong, G. Dethloff, 1993, alg-geom/9312007.

ON THE SECOND MAIN THEOREM OF NEVANLINNA THEORY

P. Wong, 1989 .

The Carathéodory and Kobayashi/Royden metrics by way of dual extremal problems

S. Krantz, H. Royden, P. Wong, 2011, 1105.6109.

On the hyperbolicity of the complements of curves in algebraic surfaces: The three-component case

G. Schumacher, P. Wong, G. Dethloff, 1993, alg-geom/9312008.

1. Introduction. Hyperbolic manifolds have been studied in complex anal- ysis as the generalizations of hyperbolic Riemann surfaces to higher dimensions. Moreover, the theory of hyperbolic manifolds is closely related to other areas

G. Schumacher, P. Wong, G. Dethloff, 2016 .

Non-archimedean analytic curves in the complements of hypersurface divisors

T. An, Julietzu-Yueh Wang, P. Wong, 2008, 2004.10625.

Geometry of the complex homogeneous Monge-Ampère equation

P. Wong, 1982 .

Some remarks on the Casorati-Weierstrass theorem

N. Sibony, P. Wong, 1981 .

On the holomorphic sectional and bisectional curvatures in complex Finsler geometry

Karen Chandler, Pit-Mann Wong, K. Chandler, 2004, Period. Math. Hung..

Picard number, holomorphic sectional curvature, and ampleness

S. Yau, P. Wong, Damin Wu, 2012 .

On weighted complex Randers metrics

P. Wong, Chunping Zhong, 2011 .

Isometries of intrinsic metrics on strictly convex domains

P. Wong, G. Patrizio, Kam-Wing Leung, 1987 .

Stability of the Monge-Ampère foliation

P. Wong, G. Patrizio, 1983 .

LECTURES ON NEVANLINNA THEORY AND RELATED TOPICS by

P. Wong, 2022 .

Twistor spaces over 6-dimensional Riemannian manifolds

P. Wong, 1987 .

Holomorphic functions of finite order on affine varieties

A. Vitter, P. Wong, James Mulflur, 1981 .

Strong uniqueness polynomials: The complex case

P. Wong, Ta Thi Hoai An *, Julie Tzu-Yueh Wang †, 2004, 2004.10609.