Arthur Rosenthal
German mathematician
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Mathematics
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(Suggest an Edit or Addition)According to Wikipedia, Arthur Rosenthal was a German mathematician. Career Rosenthal's mathematical studies started in 1905 in Munich, under Ferdinand Lindemann and Arnold Sommerfeld at the University of Munich and the Technical University Munich, as well as at the University of Göttingen. After submitting his thesis on regular polyhedra in 1909, he was promoted to assistant at the Technical University in 1911 and then associate professor in the University of Munich in 1920. The following year he was appointed associate professor in the University of Heidelberg, with a promotion to full professor in 1930. Between 1932 and 1933 he served as dean in the faculty of mathematics and natural sciences, but was forced from his university position as a result of Nazi policies against German Jews. He moved to the Netherlands in 1936 and from there emigrated to the United States in 1939. He was appointed lecturer and research fellow at the University of Michigan in 1940 with a promotion to assistant professor in 1943. In 1946 he became associate professor at the University of New Mexico and the following year moved to the Purdue University as full professor, where he remained until his retirement in 1957. In 1954 he was formally reinstated in the University of Heidelberg. A scholarship at Purdue University is named in his honor. His doctoral students include Theodore Chihara.
Arthur Rosenthal's Published Works
Published Works
- What are Set Functions (1948) (56)
- The History of Calculus (1951) (18)
- Visual simple reaction time in cyanotic heart disease. (1967) (17)
- Rheumatic fever under 3 years of age. A report of 10 cases. (1968) (16)
- On the continuity of functions of several variables (1955) (13)
- On functions with infinitely many derivatives (1953) (8)
- Echophonocardiographic Studies of the Contribution of the Atrioventricular Valves to the First Heart Sound (4)
- Recovery from Salmonella meningitis after treatment with furaltadone (Altafur). (1961) (2)
- On differentiation of integrals and approximate continuity (1942) (2)
- Transcendence of factorial series with periodic coefficients (1949) (2)
- A remark about our note “Transcendance of factorial series with periodic coefficients.” (1950) (1)
- Review: R. L. Jeffery, The theory of functions of a real variable (1952) (1)
- On Bliss' Substitute for Duhamel's Principle (1953) (0)
- Contributions to the Theory of Riemann Surfaces.L. Ahlfors et al., Eds. Princeton Univ. Press, Princeton, N. J., 1953. 264 pp. $4 (1954) (0)
- Book Reviews: Studies in Mathematics and Mechanics (1955) (0)
- Isoperimetric Inequalities in Mathematical Physics.G. Pólya and G. Szegö. Princeton, N. J.: PrincetonUniv. Press, 1951. 279 pp. $3.00 (1952) (0)
- Isoperimetric Inequalities in Mathematical Physics . G. Pólya and G. Szegö. Princeton, N. J.: Princeton Univ. Press, 1951. 279 pp. $3.00 (1952) (0)
- On interval-functions and associated set-functions (1945) (0)
- History of Analytic Geometry . Carl B. Boyer. Scripta Mathematica, Yeshiva University, New York, 1956. 291 pp. Illus. $6. (1957) (0)
- Theory of Functions of a Real Variable . I. P. Natanson. Trans. by Leo F. Boron and Edwin Hewitt. Ungar, New York, 1955. 277 pp. Illus. $6.50. (1955) (0)
- Integration in Finite Terms: Liouville's Theory of Elementary Methods . Joseph Fels Ritt. New York: Columbia Univ. Press, 1948. Pp. vii + 100. $2.75. (1948) (0)
- Visual Aids in Biology. (Book Reviews: General Biology; Laboratory Exercises in General Biology) (1948) (0)
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