Adolph Winkler Goodman
#113,361
Most Influential Person Now
Mathematician
Adolph Winkler Goodman's AcademicInfluence.com Rankings
Adolph Winkler Goodmanmathematics Degrees
Mathematics
#6141
World Rank
#8560
Historical Rank
#1900
USA Rank
Group Theory
#130
World Rank
#158
Historical Rank
#28
USA Rank
Number Theory
#230
World Rank
#294
Historical Rank
#43
USA Rank
Algebra
#307
World Rank
#431
Historical Rank
#63
USA Rank
Download Badge
Mathematics
Adolph Winkler Goodman's Degrees
- Masters Mathematics University of Oxford
Why Is Adolph Winkler Goodman Influential?
(Suggest an Edit or Addition)According to Wikipedia, Adolph Winkler Goodman was an American mathematician who contributed to number theory, graph theory and to the theory of univalent functions: The conjecture on the coefficients of multivalent functions named after him is considered the most interesting challenge in the area after the Bieberbach conjecture, proved by Louis de Branges in 1985.
Adolph Winkler Goodman's Published Works
Published Works
- On uniformly convex functions (1991) (619)
- On Sets of Acquaintances and Strangers at any Party (1959) (322)
- The Representation of a Graph by Set Intersections (1966) (318)
- On uniformly starlike functions (1991) (316)
- UNIVALENT FUNCTIONS AND NONANALYTIC CURVES (1957) (297)
- On univalent functions convex in one direction (1979) (88)
- On the Schwarz-Christoffel transformation and $p$-valent functions (1950) (82)
- Generalizations of the Theorems of Pappus (1969) (34)
- On some determinants related to -valent functions (1948) (32)
- A class of multivalent functions (1951) (20)
- Open problems on univalent and multivalent functions (1968) (19)
- A Circle Covering Theorem (1945) (19)
- FUNCTIONS TYPICALLY-REAL AND MEROMORPHIC IN THE UNIT CIRCLE (1956) (18)
- On the definition of a close-to-convex function (1978) (17)
- Note on regions omitted by univalent functions (1949) (17)
- An invitation to the study of univalent and multivalent functions. (1979) (15)
- Triangles in a complete chromatic graph (1985) (15)
- On Regions Omitted By Univalent Functions II (1955) (14)
- A note on the Noshiro-Warschawski theorem (1972) (13)
- A Partial Differential Equation and Parallel Plane Curves (1964) (13)
- Convex functions of bounded type (1984) (13)
- Finite Mathematics with Applications. (1975) (12)
- The Valence of Sums and Products (1968) (11)
- Typically-real functions with assigned zeros (1951) (11)
- A note on the zeros of Faber polynomials (1975) (10)
- The domain covered by a typically-real function (1977) (10)
- More on convex functions of bounded type (1986) (10)
- The rotation theorem for starlike univalent functions (1953) (9)
- On the convexity of the level curves of a polynomial (1966) (9)
- Euclid's Algorithm and the Least-Remainder Algorithm (1952) (9)
- Remarks on the Gauss-Lucas theorem in higher dimensional space (1976) (9)
- Triangles in a complete chromatic graph with three colors (1985) (8)
- Variation of the branch points for an analytic function (1958) (7)
- CONVEX CURVES OF BOUNDED TYPE (1985) (6)
- Analytic Geometry and the Calculus (1969) (6)
- On a theorem of szegö on univalent convex maps of the unit circle (1984) (6)
- The valence of certain means (1969) (5)
- On the critical points of a multivalent function (1958) (5)
- On a Characterization of Analytic Functions (1964) (5)
- Coefficients for the area theorem (1972) (4)
- Koebe domains for certain families (1979) (4)
- Almost bounded functions (1955) (4)
- A Proof of Brace's Theorem by Induction. (1985) (3)
- Modern calculus with analytic geometry (1968) (3)
- A Note on Bivalent Functions (1964) (3)
- A note on multivalent starlike functions (1965) (3)
- Algebra from A to Z (2001) (3)
- Analytic functions that take values in a convex region (1963) (2)
- On the zeros of the derivative of a rational function (1988) (2)
- On the derivative with respect to a point (1987) (2)
- Curvature Under An Analytic Transformation (1968) (2)
- The critical points of a typically-real function (1973) (2)
- The domain of univalence of certain families of rational functions (1977) (2)
- On variation formulas for univalent functions (1958) (2)
- Inaccessible boundary points (1952) (2)
- Advanced Problems: 6609-6611 (1989) (1)
- Problems for Solution: 4325-4330 (1949) (1)
- The pleasures of math (1965) (1)
- On Integers of the Form 2 p-1 - 1/p (1942) (1)
- Variation formulas for multivalent functions (1958) (1)
- Problems for Solution: E980-E985 (1951) (1)
- The Number of Terms in the Expansion of an Infinite Determinant (1948) (1)
- The Complete Multivalence of Čakalov–Distler Sums (1989) (1)
- Review: W. J. Thron, Introduction to the theory of functions of a complex variable (1953) (1)
- Remarks on the Schwarz-Christoffel Transformation (1981) (1)
- Fractional Crystallization. A Mathematical Analysis of Fractional Crystallization Problems in n-Component Systems. (1941) (0)
- On the coefficients of multivalent functions. (2009) (0)
- Problems for Solution: E641-E645 (1944) (0)
- Problems for Solution: E721-E725 (1946) (0)
- The Choir Stalls, Winchester Cathedral (0)
- Advanced Problems: 5550-5559 (1968) (0)
- The April Meeting of the Kentucky Section (1956) (0)
- Mathematics for management and social sciences (1979) (0)
- Analytic geometry and the calculus / A.W. Goodman (1980) (0)
- OLD AND NEW PROBLEMS IN GEOMETRIC FUNCTION THEORY (2013) (0)
- A method for identifying rabbits by color-coded ear buttons. (1976) (0)
- On the Zeros of Polynomials and Some Related Functions (1992) (0)
- The mainstream of algebra and trigonometry (1973) (0)
- Elementary Problems: E3295-E3300 (1988) (0)
- The mainstream of algebra and trigonometry / A.W. Goodman (1973) (0)
- A review of M. S. Robertson's work (1984) (0)
- Review: W. Kaplan, A first course in functions of a complex variable (1954) (0)
- The coefficients of an infinite valent function (1988) (0)
- Problems for Solution: 4875-4880 (1959) (0)
- AN INVITATION TO THE STUDY OF UNIVALENTAND MULTIVALENT FUNCTIONS (1979) (0)
This paper list is powered by the following services:
Other Resources About Adolph Winkler Goodman
What Schools Are Affiliated With Adolph Winkler Goodman?
Adolph Winkler Goodman is affiliated with the following schools: