Edward Burr Van Vleck
American mathematician
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Mathematics
Edward Burr Van Vleck's Degrees
- PhD Mathematics University of Chicago
Why Is Edward Burr Van Vleck Influential?
(Suggest an Edit or Addition)According to Wikipedia, Edward Burr Van Vleck was an Americann mathematician. Early life Van Vleck was born June 7, 1863, Middletown, Connecticut. He was the son of astronomer John Monroe Van Vleck, he graduated from Wesleyan University in 1884, attended Johns Hopkins in 1885–87, and studied at Göttingen . He also received 1 July 1914 an honorary doctorate of the University of Groningen . He was assistant professor and professor at Wesleyan , and after 1906 a professor at the University of Wisconsin–Madison, where the mathematics building is named after him. His doctoral students include H. S. Wall. In 1913 he became president of the American Mathematical Society, of whose Transactions he had been first associate editor and then editor . He was the author of Theory of Divergent Series and Algebraic Continued Fractions , and of several monographs in mathematical journals. His son, John Hasbrouck Van Vleck, was a notable physicist who received the Nobel Prize in 1977.
Edward Burr Van Vleck's Published Works
Published Works
- A Functional Equation for the Sine (1910) (41)
- On the convergence of algebraic continued fractions whose coefficients have limiting values (1904) (36)
- On the polynomials of Stieltjes (1898) (34)
- A determination of the number of real and imaginary roots of the hypergeometric series (30)
- On the Determination of a Series of Sturm's Functions by the Calculation of a Single Determinant (24)
- On the Functional Equation for the Sine. Additional Note (20)
- THE INFLUENCE OF FOURIER'S SERIES UPON THE DEVELOPMENT OF MATHEMATICS (1914) (20)
- On the Convergence of the Continued Fraction of Gauss and Other Continued Fractions (17)
- On non-measurable sets of points, with an example (1908) (15)
- On the location of roots of polynomials and entire functions (1929) (12)
- La Série de Taylor et son prlongement analyltique (11)
- On an extension of the 1894 memoir of Stieltjes (1903) (10)
- On limits to the absolute values of the roots of a polynomial (9)
- On the Convergence and Character of the Continued Fraction a 1 z 1 + a 2 z 1 + a 3 z 1 + ⋯. (1901) (6)
- A proof of some theorems on pointwise discontinuous functions (1907) (6)
- Current tendencies of mathematical research (1916) (5)
- On Certain Differential Equations of the Second Order Allied to Hermite's Equation (1899) (4)
- A Sufficient Condition for the Maximum Number of Imaginary Roots of an Equation of the N-th Degree (1903) (4)
- An Extension of Green's Lemma to the Case of a Rectifiable Boundary (1921) (4)
- The rôle of the point-set theory in geometry and dynamics (1915) (3)
- On the extension of a theorem of Poincaré for difference-equations (1912) (3)
- On the Roots of Bessel- and P-Functions (2)
- The Boston Colloquium (1905) (2)
- One-parameter projective groups and the classification of collineations (1912) (2)
- On the combination of non-loxodromic substitutions (1919) (2)
- A study of certain functional equations for the -functions (2)
- Non-loxodromic substitutions and groups in $n$ dimensions (1922) (0)
- On linear criteria for the determination of the radius of convergence of a power series (1900) (0)
- Osgood on Analytic Functions of Several Variables (1927) (0)
- Haskins’s momental theorem and its connection with Stieltjes’s problem of moments (1917) (0)
- The Bôcher memorial prize (0)
- Granville's Differential and Integral Calculus (0)
- Osgood's Theory of Functions (1914) (0)
- Ernest Brown Skinner—in memoriam (1935) (0)
- Kiepert's Differential and Integral Calculus (1897) (0)
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