Russell W. Howell

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Visual Complex Analysis 1997 Tristan Needham
2
+ Harmonic Mappings in the Plane 2004 Peter Duren
1
+ PDF Chat The valence of harmonic polynomials 1998 A. Wilmshurst
1
+ On the number of zeros of certain harmonic polynomials 2002 Dmitry Khavinson
Grzegorz Świątek
1
+ The exact bound on the number of zeros of harmonic polynomials 1995 Daoud Bshouty
Walter Hengartner
Tiferet Suez
1
+ PDF Chat Annular functions in probability 1975 Russell W. Howell
1
+ Harmonic univalent functions 1984 J. Clunie
T. Sheil-Small
1
+ HARMONIC MAPPINGS IN THE PLANE (Cambridge Tracts in Mathematics 156) 2007 Олли Мартио
1
+ Complex Variables with Applications. 1985 George Piranian
A. David Wunsch
1
+ The Argument Principle for Harmonic Functions 1996 Peter Duren
Walter Hengartner
Richard S. Laugesen
1
+ PDF Chat Geometry of trinomials 2012 A. Melman
1
+ Approximation by strongly annular solutions of functional equations 2010 Richard Daquila
1
+ Elementary Theory of Analytic Functions of One or Several Complex Variables. 1965 F. E. J. Linton
Henri Cartan
1
+ PDF Chat Quasiconformal Mappings in the Plane: 1983 Olli Lehto
K. I. Virtanen
1
+ Some Random Series of Functions 1985 Jean‐Pierre Kahane
1
+ PDF Chat Strongly annular solutions of mahler's functional equation 1997 Richard Daquila
1
+ PDF Chat On a problem of Bonar concerning Fatou points for annular functions 1975 Akio Osada
1
+ A Remark on Rouché's Theorem 1976 Irving Glicksberg
1
+ Locating Unimodular Roots 2014 Michael A. Brilleslyper
Beth Schaubroeck
1
+ Counting Interior Roots of Trinomials 2018 Michael A. Brilleslyper
Lisbeth E. Schaubroeck
1
+ PDF Chat Remarks on Wilmshurst's theorem 2015 Seung‐Yeop Lee
Antonio Lerario
Erik Lundberg
1
+ Anamorphosis, Mapping Problems, and Harmonic Univalent Functions 2012 Michael A. Brilleslyper
James S. Rolf
1
+ Quasiconformal Mappings in the Plane 1973 Olli Lehto
K. I. Virtanen
1
+ Harmonic Mappings in the Plane 2004 Peter Duren
1
+ Not every annular function is strongly annular. 1975 1
+ A Problem Concerning the Zeros of a Certain Kind of Holomorphic Function in the Unit Disk. 1964 F. BAGEMIHL
P. Erdös
1
+ An annular function whose derivative is not annular. 1976 D.D. Bonar
K. Barth
1
+ An Introduction to Probability Theory and its Applications. 1972 J. F. C. Kingmán
W. Feller
1
+ PDF Chat On the non-vanishing of the Jacobian in certain one-to-one mappings 1936 Hans Lewy
1