Pamela Gorkin | Academic Influence

Pamela Gorkin's AcademicInfluence.com Rankings

Pamela Gorkin

Mathematics

#3436

World Rank

#5073

Historical Rank

#1277

USA Rank

Complex Analysis

#21

World Rank

#33

Historical Rank

#9

USA Rank

Functional Analysis

#71

World Rank

#88

Historical Rank

#9

USA Rank

Measure Theory

#3783

World Rank

#4462

Historical Rank

#1080

USA Rank

mathematics Degrees

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Mathematics

Pamela Gorkin's Degrees

PhD Mathematics University of California, Berkeley
Masters Mathematics University of California, Berkeley
Bachelors Mathematics University of California, Berkeley

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Why Is Pamela Gorkin Influential?

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According to Wikipedia, Pamela Gorkin is an American mathematician specializing in complex analysis and operator theory. She is a professor of mathematics at Bucknell University. Education and career Gorkin earned bachelor's and master's degrees in statistics from Michigan State University in 1976. She then shifted to pure mathematics for her doctoral studies, completing her Ph.D. at Michigan State in 1982, the same year she joined the Bucknell Faculty. Her dissertation, Decompositions of the Maximal Ideal Space of L, was supervised by Sheldon Axler.

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Pamela Gorkin'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

Ellipses and Finite Blaschke Products (2002) (42)
Interpolating Blaschke products and factorization in Douglas algebras. (1991) (38)
Asymptotic Interpolating Sequences in Uniform Algebras (2003) (33)
Universal Blaschke products (2004) (32)
Poncelet's theorem, Sendov's conjecture, and Blaschke products (2010) (29)
The Dirichlet problem on quadratic surfaces (2002) (29)
Boundary Interpolation by Finite Blaschke Products (2008) (28)
Divisibility in Douglas algebras. (1984) (28)
Essentially commuting Toeplitz operators (1999) (28)
Essential Norms of Composition Operators (2004) (27)
Composition of inner functions (1994) (24)
Decompositions of the Maximal Ideal Space of L 8 (1984) (23)
Algebras on the disk and doubly commuting multiplication operators (1988) (23)
Norm controlled inversions and a corona theorem for H∞-quotient algebras (2008) (21)
Bourgain Algebras of Douglas Algebras (1992) (20)
Higher Order Hulls in H∞, II (2000) (17)
Gleason Parts and COP (1989) (17)
Minimal invariant subspaces for composition operators (2011) (16)
Sequences in the maximal ideal space of (1990) (15)
Polynomials, Ellipses, and Matrices: Two Questions, One Answer (2011) (14)
Value Distribution of Interpolating Blaschke Products (2005) (14)
Ellipses and compositions of finite Blaschke products (2017) (14)
Fearless symmetry: Exposing the hidden patterns of numbers (2008) (14)
The generalized corona theorem (1995) (14)
Radial limits of interpolating Blaschke products (2005) (12)
Norms and essential norms of linear combinations of endomorphisms (2004) (12)
Alling's Conjecture on Closed Prime Ideals inH∞ (1997) (12)
Numerical ranges of restricted shifts and unitary dilations (2009) (12)
Hulls of closed prime ideals in $H^\infty$ (2002) (12)
Two new characterizations of carleson-newman Blaschke products (2010) (11)
Prime ideals in closed subalgebras of $L^\infty$. (1986) (11)
Inner functions and operator theory (2015) (11)
Compressions of the Shift on the Bidisk and their Numerical Ranges (2017) (10)
Bounded universal functions in one and several complex variables (2008) (10)
Decomposing finite Blaschke products (2015) (10)
Cluster sets of interpolating Blaschke products (2005) (9)
Functions not vanishing on trivial Gleason parts of Douglas algebras (1988) (9)
Numerical Ranges of C0(N) Contractions (2010) (9)
Bounded universal functions for sequences of holomorphic self-maps of the disk (2009) (9)
Imagining Numbers (particularly the square root of minus fifteen) (2007) (9)
Representation theorems in Hardy spaces * (London Mathematical Society Student Texts 74) * By Javad Mashreghi: 372 pp., 23.99, US$48.00 (LMS members' price 17.99, US$36.00)(P), 60.00, US$120.00 (LMS members' price 45.00, US$90.00)(H), ISBN 978-0-521-73201-7 (P), 978-0-521-51768-3 (H) * (Cambridge Un (2010) (8)
Universal Singular Inner Functions (2004) (8)
Orbits of non-elliptic disc automorphisms on H p (2012) (8)
Determination of Inner Functions by their Value Sets on the Circle (2011) (8)
An Infinite Dimensional Vector Space of Universal Functions for H ∞ of the Ball (2007) (8)
Fermat’s Little Theorem (2011) (8)
How to get universal inner functions (2007) (8)
Crouzeix’s Conjecture and Related Problems (2020) (7)
Synthesis sets for H^{\infty} + C (2000) (7)
The group of invariants of an inner function with finite spectrum (2011) (7)
Cyclic Blaschke products for composition operators (2009) (7)
Dr. Euler’s fabulous formula: cures many mathematical ills (2007) (7)
Thin sequences and the Gram matrix (2014) (6)
Alice in switzerland: The life and mathematics of alice roth (2005) (6)
Möbius transformations and Blaschke products: The geometric connection (2017) (6)
Division theorems and the Shilov property for H∞ + C (1999) (6)
Norms of Truncated Toeplitz Operators and Numerical Radii of Restricted Shifts (2017) (6)
Reading, Writing, and Proving: A Closer Look at Mathematics (2003) (6)
Countably generated prime ideals in H∞ (2005) (6)
A Beurling-Rudin Theorem for $H^{\infty}$ (1987) (5)
FINITELY GENERATED RADICAL IDEALS IN H (1992) (5)
Hankel Operators on Bounded Analytic Functions (1999) (5)
Prime and semiprime inner functions (2013) (4)
SEQUENCES IN THE MAXIMAL IDEAL SPACE OF 77 ° ° (2010) (4)
Thin Sequences and Their Role in $H^p$ Theory, Model Spaces, and Uniform Algebras (2013) (4)
Numerical ranges of $C_0(N)$ contractions (2010) (3)
Dirichlet: His Life, His Principle, and His Problem (2005) (3)
Sequences separating fibers in the spectrum of H (2003) (3)
F‐Ideals in QAB (1988) (3)
SINGULAR FUNCTIONS AND DIVISION IN H°° + C (1984) (3)
Orbits of non-elliptic disc automorphisms (2010) (3)
Four Theorems with Their Foci on Ellipses (2019) (3)
Clark measures and a theorem of Ritt (2018) (3)
Interpolating Blaschke products and angular derivatives (2012) (3)
k-hulls and support sets in the spectrum of $ H^{\infty} + C $ (2002) (3)
Applications of envelopes (2018) (3)
Bourgain Algebras on the Maximal Ideal Space of $H^\infty$ (1995) (3)
Hankel-Type Operators, Bourgain Algebras, and Uniform Algebras (1998) (2)
Uniform approximation by indestructible Blaschke products (2016) (2)
The Beauty of Blaschke Products (2020) (2)
LOCALISATION TECHNIQUES FOR DIVISION IN DOUGLAS ALGEBRAS (2001) (2)
Figuring It Out: Entertaining Encounters with Everyday Math by Nuno Crato (2012) (2)
Reading, Writing, and Proving (2011) (2)
Operations on Sets (2011) (1)
Constructing Frostman-Blaschke Products and Applications to Operators on Weighted Bergman Spaces (2015) (1)
Harmonic extensions and the Böttcher-Silbermann conjecture (1998) (1)
Images and Inverse Images (2011) (1)
Math on trial: how numbers get used and abused in the courtroom, [book review; authors Leila Schneps and Coralie Colmez]. (2014) (1)
Numerical range and compressions of the shift (2018) (1)
Interpolation in model spaces (2020) (1)
On some representation formulas involving moduli of Blaschke products (2007) (1)
Approximation by polynomials and Blaschke products having all zeros on a circle (2010) (1)
Math on Trial: How Numbers Get Used and Abused in the Courtroomby Leila Schneps and Coralie Colmez (2014) (1)
Thin Sequences and Their Role in Model Spaces and Douglas Algebras (2014) (1)
Numericon by Marianne Freiberger and Rachel Thomas (2015) (1)
Numericon by Marianne Freiberger and Rachel Thomas (2015) (0)
Reading, Writing, and Proving: A Closer Look at Mathematics 2nd Edition (2020) (0)
Countable and Uncountable Sets (2011) (0)
The Pythagorean Theorem: The Story of Its Power and Beauty by Alfred B. Posamentier (2012) (0)
His Life, His Principle, and His Problem (2005) (0)
The Proof and the Pudding: What Mathematicians, Cooks, and You Have in Common by Jim Henle (2018) (0)
Blaschke Products, Level Sets, and Crouzeix's Conjecture (2021) (0)
Set Notation and Quantifiers (2011) (0)
The Pythagorean Theorem: The Story of Its Power and Beauty by Alfred B. Posamentier (2012) (0)
Boundary interpolation and approximation by infinite Blaschke products (2010) (0)
Getting to Know Open and Closed Sets (2011) (0)
Math on Trial: How Numbers Get Used and Abused in the Courtroomby Leila Schneps and Coralie Colmez (2013) (0)
FA ] 2 D ec 2 01 0 Numerical ranges of C 0 ( N ) contractions (2010) (0)
Arithmetic by Paul Lockhart (2019) (0)
The Cantor–Schröder–Bernstein Theorem (2011) (0)
Algebras of Bounded Functions on the Disc (2020) (0)
Applications of envelopes (2020) (0)
The great Pi/e debate (2008) (0)
Visualizing the Imaginary (2015) (0)
Finite Sets and an Infinite Set (2011) (0)
The Irrationals: A Story of the Numbers You Can’t Count On by Julian Havil (2015) (0)
How to Bake π: An Edible Exploration of the Mathematics of Mathematics by Eugenia Cheng (2017) (0)
Thin sequences and the Gram matrix (2014) (0)
A Meromorphic Function: 11147 (2006) (0)
The Beauty of Everyday Mathematicsby Norbert Herrmann (2013) (0)
Mathematics for Human Flourishing by Francis Su, with reflections by Christopher Jackson (2020) (0)
M ay 2 01 0 Pervasive Algebras and Maximal Subalgebras (2010) (0)
The Proof and the Pudding: What Mathematicians, Cooks, and You Have in Common by Jim Henle (2018) (0)
Quiz 1: What Color Was George Washington’s White Horse? The Mathematical Version (2017) (0)
Dirichlet: His Life, His Principle, and His Problem (2005) (0)
The Beauty of Everyday Mathematicsby Norbert Herrmann (2013) (0)
Decomposable Blaschke products of degree $2^n$ (2022) (0)
Consequences of the Completeness of ℝ (2011) (0)
Thin Sequences and Their Role in Model Spaces and Douglas Algebras (2015) (0)
Arithmetic by Paul Lockhart (2019) (0)
Convergence of Sequences of Real Numbers (2011) (0)
The Irrationals: A Story of the Numbers You Can’t Count On by Julian Havil (2015) (0)
Figuring It Out: Entertaining Encounters with Everyday Math by Nuno Crato (2011) (0)
Rotation invariant ideals in subalgebras of (1985) (0)
Functions, One-to-One, and Onto (2011) (0)
Order in the Reals (2011) (0)
Functions, Domain, and Range (2011) (0)
The Power Set and the Cartesian Product (2011) (0)
Singular functions and division in (1984) (0)
Introducing the Contrapositive and Converse (2011) (0)
How to Bake π: An Edible Exploration of the Mathematics of Mathematics by Eugenia Cheng (2017) (0)
More on Operations on Sets (2011) (0)
An upper bound for the distance to finitely generated ideals in Douglas algebras (2001) (0)
Curves of geodesic centers and Poncelet ellipses (2021) (0)
Thin Sequences (2015) (0)
The How, When, and Why of Mathematics (2011) (0)
Making Ellipses by Folding Disks (2021) (0)
DO THE MATH!: Mathematical Mandalas (2015) (0)
Pervasive Algebras and Maximal Subalgebras (2010) (0)
On the composition of Frostman Blaschke products (2013) (0)
A BEURLING-RUDINTHEOREMFOR H (1987) (0)
ROTATION INVARIANT IDEALS IN SUBALGEBRAS OF L°° (2010) (0)
Numerical Ranges of Contractions with Finite Defects (2010) (0)

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