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  1. Computational Methods and Function Theory
  2. Computational Methods and Function Theory : Volume 12
  3. Computational Methods and Function Theory : Volume 12, Issue 2, December 2012
  4. The Uniformisation of a Twice-Punctured Disc
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Computational Methods and Function Theory : Volume 17
Computational Methods and Function Theory : Volume 16
Computational Methods and Function Theory : Volume 15
Computational Methods and Function Theory : Volume 14
Computational Methods and Function Theory : Volume 13
Computational Methods and Function Theory : Volume 12
Computational Methods and Function Theory : Volume 12, Issue 2, December 2012
Concerning Strong Generation of L(ε)
Matrix Representations of a Special Polynomial Sequence in Arbitrary Dimension
On Finite-Term Recurrence Relations for Bergman and Szegő Polynomials
An Addendum to Theorems of A. F. Leont’ev and L. Carleson on an Infinite Order Differential Equation on a Real Interval
Universality and Cesàro Summability Emmanouil Katsoprinakis, Vasilis Nestoridis and Christos Papachristo doulos
Schwarz-Christoffel Formula for Multiply Connected Domains
On Eigenvalues of the Schrödinger Operator with an Even Complex-Valued Polynomial Potential Per Alexandersson
On a Multi-Point Schwarz-Pick Lemma
Generalized Derivative and Primitive of Cliffordian Bases of Polynomials Constructed Through Appell Monomials
Approximating all Meromorphic Functions by Linear Motions of the Riemann Zeta-Function
A Uniqueness Polynomial Generating a Unique Range Set and Vice Versa
Bloch’s Theorem in the Context of Quaternion Analysis
Smale’s Mean Value Conjecture and Complex Dynamics
Some Four Dimensional Definite Integrals Arising from Zeta-Function Theory
The Uniformisation of a Twice-Punctured Disc
Q $_{α}$-Normal Families and Entire Functions
A Class of Non-Linear ODEs with Movable Algebraic Singularities
On Harmonic Close-To-Convex Functions
Extending the Schwarz-Christoffel Formula to Universal Covering Maps of a Riemann Surface
Computational Methods and Function Theory : Volume 12, Issue 1, June 2012
Computational Methods and Function Theory : Volume 11
Computational Methods and Function Theory : Volume 10
Computational Methods and Function Theory : Volume 9
Computational Methods and Function Theory : Volume 8
Computational Methods and Function Theory : Volume 7
Computational Methods and Function Theory : Volume 6
Computational Methods and Function Theory : Volume 5
Computational Methods and Function Theory : Volume 4
Computational Methods and Function Theory : Volume 3
Computational Methods and Function Theory : Volume 2
Computational Methods and Function Theory : Volume 1

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The Uniformisation of a Twice-Punctured Disc

Content Provider Springer Nature Link
Author Beardon, Alan F.
Copyright Year 2012
Abstract In this partly expository paper we discuss five ways to parametrise the class of Riemann surfaces that are conformally equivalent to a twice-punctured disc.
Starting Page 585
Ending Page 596
Page Count 12
File Format PDF
ISSN 16179447
Journal Computational Methods and Function Theory
Volume Number 12
Issue Number 2
e-ISSN 21953724
Language English
Publisher Springer-Verlag
Publisher Date 2012-09-10
Publisher Place Berlin, Heidelberg
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Uniformisation Computational Mathematics and Numerical Analysis hyperbolic geometry Functions of a Complex Variable extremal length Analysis Compact Riemann surfaces and uniformization elliptic integrals Curves
Content Type Text
Resource Type Article
Subject Applied Mathematics Computational Theory and Mathematics Analysis
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