[图书][B] Continuous semigroups of holomorphic self-maps of the unit disc
F Bracci, MD Contreras, S Díaz-Madrigal - 2020 - Springer
Continuous one-parameter semigroups of holomorphic self-maps of the unit disc D in the
complex plane C have been a subject of study since early 1900s, both for their intrinsic …
complex plane C have been a subject of study since early 1900s, both for their intrinsic …
[图书][B] Holomorphic dynamics on hyperbolic Riemann surfaces
M Abate - 2022 - books.google.com
This completely revised and updated edition of the one variable part of the author's classic
older book" Iteration Theory of Holomorphic Maps on Taut Manifolds" presents the theory of …
older book" Iteration Theory of Holomorphic Maps on Taut Manifolds" presents the theory of …
[图书][B] Numerical range of holomorphic mappings and applications
The numerical range of (generally speaking, unbounded) linear operators plays a crucial
role in linear semigroup theory because of the celebrated Lumer–Phillips Theorem. For …
role in linear semigroup theory because of the celebrated Lumer–Phillips Theorem. For …
Evolution families and the Loewner equation I: the unit disc
B Filippo, MD Contreras… - Journal für die reine und …, 2012 - degruyter.com
In this paper we introduce a general version of the Loewner differential equation which
allows us to present a new and unified treatment of both the radial equation introduced in …
allows us to present a new and unified treatment of both the radial equation introduced in …
Evolution families and the Loewner equation II: complex hyperbolic manifolds
F Bracci, MD Contreras, S Díaz-Madrigal - Mathematische Annalen, 2009 - Springer
Mathematische Annalen Page 1 Math. Ann. (2009) 344:947–962 DOI 10.1007/s00208-009-0340-x
Mathematische Annalen Evolution families and the Loewner equation II: complex hyperbolic …
Mathematische Annalen Evolution families and the Loewner equation II: complex hyperbolic …
An abstract approach to Loewner chains
We present a new geometric construction of Loewner chains in one and several complex
variables which holds on complete hyperbolic complex manifolds and prove that there is …
variables which holds on complete hyperbolic complex manifolds and prove that there is …
[PDF][PDF] The evolution of Loewner's differential equations
Charles Loewner was born as Karel Löwner on 29 May 1893 in Lány, Bohemia. He also
used the German spelling Karl of his first name; indeed, although he spoke Czech at home …
used the German spelling Karl of his first name; indeed, although he spoke Czech at home …
Filtrations of infinitesimal generators
F Bracci, MD Contreras, S Díaz-Madrigal… - Functiones et …, 2018 - projecteuclid.org
We study the problem of characterizing membership of normalized holomorphic functions of
the disc to the class of infinitesimal generators and their sectorial analytical extension. We …
the disc to the class of infinitesimal generators and their sectorial analytical extension. We …
The Denjoy–Wolff theorem in Cn
M Budzyńska - Nonlinear Analysis: Theory, Methods & Applications, 2012 - Elsevier
The Denjoy–Wolff theorem in Cn - ScienceDirect Skip to main contentSkip to article Elsevier logo
Journals & Books Search RegisterSign in View PDF Download full issue Search ScienceDirect …
Journals & Books Search RegisterSign in View PDF Download full issue Search ScienceDirect …
The Julia-Wolff-Carath\'eodory theorem in convex finite type domains
Rudin's version of the classical Julia-Wolff-Carath\'eodory theorem is a cornerstone of
holomorphic function theory in the unit ball of $\mathbb {C}^ d $. In this paper we obtain a …
holomorphic function theory in the unit ball of $\mathbb {C}^ d $. In this paper we obtain a …