Burton Rodin

Q: What Schools Are Affiliated With Burton Rodin

Burton Rodin is affiliated with the following schools: University of California, San Diego, University of California, Los Angeles, Princeton University, Stanford University

Burton Rodin's AcademicInfluence.com Rankings

Burton Rodin

Mathematics

#2560

World Rank

#3925

Historical Rank

#1005

USA Rank

Group Theory

#386

World Rank

#443

Historical Rank

#76

USA Rank

Number Theory

#431

World Rank

#532

Historical Rank

#74

USA Rank

Algebra

#746

World Rank

#973

Historical Rank

#137

USA Rank

mathematics Degrees

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Mathematics

Burton Rodin's Degrees

PhD Mathematics Princeton University
Masters Mathematics Stanford University

Why Is Burton Rodin Influential?

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According to Wikipedia, Burton Rodin is an American mathematician known for his research in conformal mappings and Riemann surfaces. He is a professor emeritus at the University of California, San Diego. Education Rodin received a Ph.D. at the University of California, Los Angeles in 1961. His thesis, titled Reproducing Formulas on Riemann Surfaces, was written under the supervision of Leo Sario.

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Burton Rodin's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

The convergence of circle packings to the Riemann mapping (1987) (410)
Student evaluations of teachers. (1972) (258)
On Thurston's formulation and proof of Andreev's theorem (1990) (94)
Schwarz's lemma for circle packings (1987) (69)
The method of extremal length (1974) (38)
Analytic self-mappings of Riemann surfaces (1967) (35)
Convergence of circle packings of finite valence to Riemann mappings (1993) (35)
Extremal and conjugate extremal distance on open Riemann surfaces with applications to circular-radial slit mappings (1966) (35)
Extremal length and the boundary behavior of conformal mappings (1976) (34)
Extremal length and univalent functions (1977) (29)
Second derivatives of circle packings and conformal mappings (1994) (23)
An inverse problem for circle packing and conformal mapping (1992) (21)
Intrinsic rotations of simply connected regions, II (1984) (21)
Circle packing immersions form regularly exhaustible surfaces (1993) (20)
Reproducing kernels and principal functions (1962) (15)
Estimates of the harmonic measure of a continuum in the unit disk (1985) (13)
Convergence of normal operators (1967) (13)
On the regions bounded by homotopic curves. (1966) (11)
Holomorphic families of Riemann mapping functions (1986) (11)
Periods of differentials on open Riemann surfaces (1966) (9)
Behavior of the riemann mapping function under complex analytic deformations of the domain (1986) (8)
Estimates of the Riemann mapping function near a boundary point (1979) (8)
Circle packing and Riemann surfaces (1991) (8)
Extremal length of weak homology classes on Riemann surfaces (1964) (7)
The asymptotic value of the circle-packing rigidity constants sn* (1994) (7)
On the derivative of the Riemann mapping function near a boundary point and the Visser-Ostrowski problem (1980) (6)
Extremal length and univalent functions II. Integral estimates of strip mappings (1979) (6)
Extremal length, extremal regions and quadratic differentials (1975) (6)
Conformal Mapping and Locally Asymptotically Conformal Curves (1984) (5)
Estimates for Conformal Maps of Strip Domains without Boundary Regularity (1979) (5)
Variance and the Inequality of Arithmetic and Geometric Means (2014) (5)
On Conformal Mapping of L‐Strips (1975) (4)
A necessary and sufficient condition for the asymptotic version of Ahlfors’ distortion property (1983) (3)
Extremal length and removable boundaries of Riemann surfaces (1966) (3)
Calculus with analytic geometry (1970) (3)
Remarks on a paper of K. Burdzy (1986) (3)
Introduction: What are Principal Functions? (1968) (2)
SCHWARZ'S LEMMA FOR CIRCLE PACKINGS. II (2008) (2)
On the span of a Riemann surface (1970) (2)
On a Paper of M. Watanabe (1967) (1)
CLASSES ON RIEMANN SURFACES (2016) (1)
Remarks on a paper of K. Burdzy (1986) (1)
Asymptotic representation of conformal maps of strip domains without boundary regularity. (1978) (1)
A complete extremal distance problem on open Riemann surfaces (1966) (1)
Principal Functions on Harmonic Spaces (1968) (1)
An extremal region for harmonic measure (1987) (0)
Capacity, Stability, and Extremal Length (1968) (0)
The sharpness of Sario’s generalized Picard theorem (1964) (0)
Existence of mappings into noncompact Riemann surfaces (1966) (0)
THE SHARPNESS OF SARIO'S GENERALIZED (2016) (0)
Basic Calculus With Applications (1978) (0)
Principal Forms and Fields on Riemannian Spaces (1968) (0)
Prerequisite Riemann Surface Theory (1968) (0)
Conformal mapping of regions bounded by curvilinear polygons (1985) (0)
Nonlinear Stability in Fluids and Plasma Dynamics-Conformal Quasi- Conformal Geometry: Iteration, Distoration, Dynamics and Circle Packing (1990) (0)
The Normal Operator Method (1968) (0)

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What Schools Are Affiliated With Burton Rodin?

Burton Rodin is affiliated with the following schools:

Burton Rodin's Academic­Influence.com Rankings

Burton Rodin's Degrees

Why Is Burton Rodin Influential?

Burton Rodin's Published Works

Published Works

Other Resources About Burton Rodin

What Schools Are Affiliated With Burton Rodin?

Burton Rodin's AcademicInfluence.com Rankings