Publication date
September 1974
DOI Publisher
Springer Science and Business Media LLC ISSN
0025-5831 Journal
Mathematische AnnalenAbstract
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46216/1/208_2005_Article_BF01351851.pd
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46216/1/208_2005_Article_BF01351851.pd
Abstract: This paper considers the number of discrete fixed points that an automorphism (biholomorph...
We describe the branch locus of proper holomorphic mappings between rigid polynomial domains in Cn+1...
Abstract- We prove a rigidity theorem which generalizes a result due to D. Burns and G. Krantz (see ...
In an important development of several complex variables, Poincare [26] discovered that any biholomo...
As models of strictly pseudoconvex domains, we consider holomorphic functions on the unit ball $\bal...
A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\...
A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\...
Abstract. We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced...
We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced domains i...
We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced domains i...
A holomorphic mapping f from a bounded domain $\Omega$ in C$\sp{\rm n}$ to a bounded domain $\Omega\...
Given a germ F of holomorphic self-map of C$\sp2$ tangent to the identity, that is, satisfying F(0) ...
In this dissertation, we study how rigidity properties of proper holomorphic mappings from complex b...
Given a germ F of holomorphic self-map of C$\sp2$ tangent to the identity, that is, satisfying F(0) ...
Open Access. Click on the DOI link for free access to the article at the publisher's website.We stud...
Abstract: This paper considers the number of discrete fixed points that an automorphism (biholomorph...
We describe the branch locus of proper holomorphic mappings between rigid polynomial domains in Cn+1...
Abstract- We prove a rigidity theorem which generalizes a result due to D. Burns and G. Krantz (see ...
In an important development of several complex variables, Poincare [26] discovered that any biholomo...
As models of strictly pseudoconvex domains, we consider holomorphic functions on the unit ball $\bal...
A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\...
A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\...
Abstract. We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced...
We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced domains i...
We extend a well-known result, about the unit ball, by H. Alexander to a class of balanced domains i...
A holomorphic mapping f from a bounded domain $\Omega$ in C$\sp{\rm n}$ to a bounded domain $\Omega\...
Given a germ F of holomorphic self-map of C$\sp2$ tangent to the identity, that is, satisfying F(0) ...
In this dissertation, we study how rigidity properties of proper holomorphic mappings from complex b...
Given a germ F of holomorphic self-map of C$\sp2$ tangent to the identity, that is, satisfying F(0) ...
Open Access. Click on the DOI link for free access to the article at the publisher's website.We stud...
Abstract: This paper considers the number of discrete fixed points that an automorphism (biholomorph...
We describe the branch locus of proper holomorphic mappings between rigid polynomial domains in Cn+1...
Abstract- We prove a rigidity theorem which generalizes a result due to D. Burns and G. Krantz (see ...
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