Shikao Ikehara
#29,000
Most Influential Person Across History
Japanese mathematician
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Mathematics
Shikao Ikehara's Degrees
- PhD Mathematics Kyoto University
Why Is Shikao Ikehara Influential?
(Suggest an Edit or Addition)According to Wikipedia, Shikao Ikehara was a Japanese mathematician. He was a student of Norbert Wiener at MIT . Following Wiener in 1928, in 1931 Ikehara used Wiener's Tauberian theory to derive another proof of the prime number theorem, demonstrated solely via the non-vanishing of the zeta function on the line Re s = 1. An improved version of Ikehara's 1931 result by Wiener in 1932 is now known as the Wiener–Ikehara theorem.
Shikao Ikehara's Published Works
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Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- An Extension of Landau's Theorem in the Analytical Theory of Numbers (1931) (69)
- Minimax Strategy in the Quantum Detection Theory and Its Application to Optical Communications (1982) (21)
- Interaction between Atoms with s-Electrons (1933) (16)
- On Kalmar's Problem in “Factorisatio Numerorum.” II (1941) (15)
- A method of Wiener in a nonlinear circuit (1951) (10)
- Nuclear spin-lattice relaxation in heavily doped silicon (1976) (7)
- An Equation of State for Gas Mixtures. II. A Study of the Methods of Combination of the Constants of the Beattie-Bridgeman Equation of State (6)
- The photon distribution of the spontaneous two-photon emission (1976) (5)
- A Theorem in “Factorisatio Numerorum” (1938) (3)
- On Tauberian Theorems of Hardy and Littlewood and a Note on Wintner's Paper (1931) (0)
- On Integral Functions with Real Negative Zeros (1931) (0)
- History of Mathematical Education. K. Ogura (1933) (0)
- A Note on Infinite Products (1931) (0)
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What Schools Are Affiliated With Shikao Ikehara?
Shikao Ikehara is affiliated with the following schools:
