Sanford L. Segal
Mathematician
Sanford L. Segal's AcademicInfluence.com Rankings

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Mathematics
Sanford L. Segal's Degrees
- PhD Mathematics Stanford University
- Masters Mathematics Stanford University
- Bachelors Mathematics Stanford University
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Why Is Sanford L. Segal Influential?
(Suggest an Edit or Addition)According to Wikipedia, Sanford Leonard Segal was a mathematician and historian of science and mathematics at the University of Rochester. Mathematically he specialized in analytic number theory, and complex analysis. He wrote the textbook Nine Introductions in Complex Analysis , and the tome Mathematicians Under the Nazis , a historical recount from that period. He also taught courses in women's studies, and nuclear arms. He was on the Committee of Actuarial Studies at the University of Rochester.
Sanford L. Segal's Published Works
Published Works
- Mathematicians under the Nazis (2003) (77)
- Plato's Ghost: The Modernist Transformation of Mathematics (2010) (59)
- Nine Introductions in Complex Analysis (1981) (48)
- Helmut Hasse in 1934 (1980) (29)
- A Beautiful Math: John Nash, Game Theory, and the Modern Quest for a Code of Nature by Tom Siegfried (2006) (23)
- Riemann’s example of a continuous “nondifferentiable” function continued (1978) (19)
- A note on the average order of number-theoretic error terms (1965) (18)
- On an identity between infinite series of arithmetic functions (1976) (14)
- On ∑ 1/N sin(x/n) (1972) (8)
- On π(x + y) ≦π(x) + π(y) (1962) (8)
- A Note on Pyramidal Numbers (1962) (7)
- On prime-independent additive functions (1966) (6)
- Summability by Dirichlet convolutions (1967) (6)
- Mathematics and German politics: The national socialist experience (1986) (6)
- On Ingham's Summation Method (1966) (5)
- On $\pi (x+y)\leq \pi (x)+\pi (y)$ (1962) (4)
- On convolutions with the Möbius function (1972) (4)
- On a Sine Functional Equation (1963) (4)
- A Note on Normal Order and the Euler ф Function (1964) (4)
- Addendum to Jukes' Paper on Tauberian Theorems of Landau-Ingham Type (1974) (3)
- Ernst August Weiss: Mathematical Pedagogical Innovation in the Third Reich (1992) (3)
- A general Tauberian Theorem of Landau-Ingham type (1969) (3)
- Tauberian Theorems for (D, h(n) )-Summability (1969) (3)
- A Functional Equation Characterising the Sine (1960) (3)
- A note on Ingham's summation method (1978) (3)
- On Nathanson's functional equation (1985) (3)
- Dirichlet convolutions and the Silverman-Toeplitz conditions (1964) (2)
- On Non‐Decreasing Normal Orders (1965) (2)
- Prime number theorem analogues without primes. (1974) (2)
- A Tauberian relative of the Landau-Ingham Tauberian theorem (1969) (1)
- On a functional inequality of Kemperman (1976) (1)
- CHAPTER 30 – Topologists in Hitler's Germany (1999) (1)
- Iterative characterizations of powers and exponentials (1989) (1)
- A Tauberian theorem for Dirichlet convolutions (1969) (1)
- Ingham's Summability Method and Riemann's Hypothesis (1975) (1)
- A Note on Dirichlet Convolutions (1966) (1)
- P30S1: On a System of Matrix Functional Equations of Belousov (1969) (1)
- ERRATUM. (2019) (0)
- Review: Plato's Ghost: The Modernist Transformation of Mathematics by Jeremy Gray (2010) (0)
- Errata: “A note on the average order of number-theoretic error terms,” vol. 32 (1965) pp. 279–284 (1965) (0)
- German Universities (1996) (0)
- A Remark on Small Values of Entire Functions (1966) (0)
- Erratum: “On convolutions with the Möbius function” (1973) (0)
- CHAPTER TWO. The Crisis in Mathematics (2003) (0)
- CHAPTER FIVE. Academic Mathematical Life (2003) (0)
- CHAPTER THREE. The German Academic Crisis (2003) (0)
- CHAPTER SEVEN. Ludwig Bieberbach and “Deutsche Mathematik” (2003) (0)
- Maa Section Seminars (1980) (0)
- CHAPTER ONE. Why Mathematics (2003) (0)
- A Second Note on Ingham's Summation Method (1979) (0)
- Development of mathematics in the German Democratic Republic (1976) (0)
- CHAPTER FOUR. Three Mathematical Case Studies (2003) (0)
- CHAPTER EIGHT. Germans and Jews (2003) (0)
- CHAPTER SIX. Mathematical Institutions (2003) (0)
- Review (2010) (0)
- P28S1: On a Problem of Kemperman Concerning Hamel Functions (1969) (0)
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Sanford L. Segal is most known for their academic work in the field of mathematics. They are also known for their academic work in the fields of
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