Daihachiro Sato
#113,381
Most Influential Person Now
Japanese mathematician
Daihachiro Sato's AcademicInfluence.com Rankings
Daihachiro Satomathematics Degrees
Mathematics
#6350
World Rank
#8813
Historical Rank
Measure Theory
#5417
World Rank
#6422
Historical Rank

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Mathematics
Daihachiro Sato's Degrees
- PhD Mathematics University of Tokyo
Why Is Daihachiro Sato Influential?
(Suggest an Edit or Addition)According to Wikipedia, was a Japanese mathematician who was awarded the Lester R. Ford Award in 1976 for his work in number theory, specifically on his work in the Diophantine representation of prime numbers. His doctoral supervisor at the University of California, Los Angeles was Ernst G. Straus.
Daihachiro Sato's Published Works
Number of citations in a given year to any of this author's works
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
- On the rate of growth of entire functions of fast growth (1963) (121)
- DIOPHANTINE REPRESENTATION OF THE SET OF PRIME NUMBERS (1976) (86)
- Entire functions mapping countable dense subsets of the reals onto each other monotonically (1974) (14)
- Utterly integer valued entire functions. I. (1985) (9)
- Translatable and Rotatable Configurations which Give Equal Product, Equal GCD and Equal LCM Properties Simultaneously (1990) (7)
- On the Proof of GCD and LCM Equalities Concerning the Generalized Binomial and Multinomial Coefficients (1991) (7)
- Rate of growth of Hurwitz entire functions and integer valued entire functions (1964) (7)
- A Necessary and Sufficient Condition that Rays of a Star Configuration on Pascal’s Triangle Cover its Center with Respect to GCD and LCM (1993) (6)
- On the rate of growth of Hurwitz functions of a complex or p -adic variable (1965) (6)
- Binomial coefficients whose products are perfect $k$th powers. (1985) (5)
- Generalized interpolation by analytic functions (1966) (5)
- Simple proof that a -adic Pascal’s triangle is 120deg rotatable (1976) (5)
- Shorter Notes: Algebraic Solution of x y = y x (0 < x < y) (1972) (4)
- On the type of highly integer valued entire functions. (1971) (3)
- Algebraic solution of ^{}=^{} (0<<) (1972) (3)
- P‐Adic Proof of Non‐Existence of Proper Prime Representing Algebraic Functions and Related Problems (1970) (3)
- A GCD PROPERTY ON PASCAL'S PYRAMID AND THE CORRESPONDING lCM PROPERTY OF THE MODIFIED PASCAL PYRAMID (1990) (3)
- Minimal Center Covering Stars with Respect to LCM in Pascal’s Pyramid and its Generalizations (1996) (3)
- ON GCD-LCM DUALITY BETWEEN PASCAL ’ S PYRAMID AND THE MODIFIED PASCAL PYRAMID (2002) (1)
- Multiple Color Version of the Star of David Theorems on Pascal’s Triangle and Related Arrays of Numbers (1996) (1)
- On the Generalized Binomial Coefficients Defined by Strong Divisibility Sequences (1999) (1)
- A simple example of a transcendental entire function that together with all its derivatives assumes algebraic values at all algebraic points (1963) (1)
- Shorter Notes: Simple Proof That a p-ADIC Pascal's Triangle is 120 ∘ Rotatable (1976) (0)
- Generalizations to Large Hexagons of The Star of David Theorem with Respect to Gcd (1998) (0)
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