Donald E Marshall

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Krzysztof BurdzyProfessor of Mathematics, University of WashingtonVerified email at uw.edu
Anthony O'FarrellNUI, MaynoothVerified email at mu.ie
Pietro Poggi-CorradiniProfessor of Mathematics, Kansas State UniversityVerified email at math.ksu.edu
Zhen-Qing ChenProfessor of Mathematics, University of WashingtonVerified email at uw.edu
David Minda, Carl David Minda, D. Mi...Professor Emeritus of Mathematics, Department of Mathematical Sciences, University of CincinnatiVerified email at ucmail.uc.edu
Anne GreenbaumProfessor of Applied Math, University of WashingtonVerified email at uw.edu
Kavita RamananBrown UniversityVerified email at brown.edu
William ZameProfessor of Economics, UCLAVerified email at econ.ucla.edu
Theodore GamelinProfesor Titular de Análisis Superior, Facultad de Ingeniería - UNLPVerified email at ing.unlp.edu.ar
Yilin WangInstitut des Hautes Etudes ScientifiquesVerified email at ihes.fr
Janos EnglanderUniversity of Colorado (Boulder)Verified email at colorado.edu

Donald E Marshall

Professor of Mathematics, University of Washington

Verified email at uw.edu - Homepage

Complex analysis conformal maps harmonic measure loewner equation


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Harmonic measure JB Garnett, DE Marshall Cambridge Univ Pr, 2005	845	2005
The Loewner differential equation and slit mappings DE Marshall, S Rohde Journal of the American Mathematical Society, 763-778, 2005	164	2005
Subalgebras of L^∞ containing H^∞ DE Marshall	128	1976
Convergence of a variant of the Zipper algorithm for conformal mapping DE Marshall, S Rohde SIAM J. Numer. Anal 45 (6), 2577-2609, 2007	121*	2007
Collisions and spirals of Loewner traces J Lind, DE Marshall, S Rohde	84	2010
Interpolating sequences for the multipliers of the Dirichlet space DE Marshall, C Sundberg	81	1994
Stable rank of the disc algebra PW Jones, D Marshall, T Wolff Proceedings of the American Mathematical Society 96 (4), 603-604, 1986	81	1986
Critical points of Green's function, harmonic measure, and the corona problem PW Jones, DE Marshall Arkiv för Matematik 23 (1), 281-314, 1985	65	1985
Uniform approximation by real functions DE Marshall, AG O’Farrell Fund. Math 104 (3), 203-211, 1979	63	1979
Blaschke products generate DE Marshall	59	1976
Approximation by a sum of two algebras. The lightning bolt principle DE Marshall, AG O'Farrell Journal of Functional Analysis 52 (3), 353-368, 1983	56	1983
Area, capacity and diameter versions of Schwarz’s lemma RB Burckel, DE Marshall, D Minda, P Poggi-Corradini, TJ Ransford Conform. Geom. Dyn 12, 133-152, 2008	50	2008
On a sharp inequality concerning the Dirichlet integral SYA Chang, DE Marshall American Journal of Mathematics, 1015-1033, 1985	50	1985
An elementary proof of the Pick-Nevanlinna interpolation theorem. DE Marshall Michigan mathematical journal 21 (3), 219-223, 1975	49	1975
Complex analysis DE Marshall Cambridge University Press, 2019	40	2019
A new proof of a sharp inequality concerning the Dirichlet integral DE Marshall Arkiv för Matematik 27 (1), 131-137, 1989	40	1989
REMOVABLE SETS FOR BOUNDED ANALYTIC-FUNCTIONS DE Marshall Lecture Notes in Mathematics 1043, 485-490, 1984	38	1984
The polynomial numerical hulls of Jordan blocks and related matrices V Faber, A Greenbaum, DE Marshall Linear algebra and its applications 374, 231-246, 2003	36	2003
Frequency domain design and analytic selections JW Helton, DE Marshall Indiana University mathematics journal, 157-184, 1990	36	1990
Some Algebras of Bounded Analytic Functions Containing the Disc Algebra SYA Chang, DE Marshall Springer Lecture Notes 604, 12-20, 1977	35*	1977

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