Hitoshi Kumano-Go
#227,662
Most Influential Person Across History
Japanese mathematician
Hitoshi Kumano-Go's AcademicInfluence.com Rankings
Hitoshi Kumano-Gomathematics Degrees
Mathematics
#11044
Historical Rank
Group Theory
#605
Historical Rank
Number Theory
#643
Historical Rank
Algebra
#1101
Historical Rank

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Mathematics
Hitoshi Kumano-Go's Degrees
- PhD Mathematics University of Tokyo
- Masters Mathematics University of Tokyo
- Bachelors Mathematics University of Tokyo
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Why Is Hitoshi Kumano-Go Influential?
(Suggest an Edit or Addition)According to Wikipedia, Hitoshi Kumano-Go was a Japanese mathematician who specialized in partial differential equations. He is especially recognized for his work on pseudo-differential operators and Fourier integral operators.
Hitoshi Kumano-Go'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
- A caculus of fourier integral operators on Rn and the fundamental solution for an operator of hyperbolic type (1976) (84)
- A family of Fourier integral operators and the fundamental solution for a Schrödinger equation (1981) (64)
- Multi—products ofphase functions for fourier integral opertaors with an application (1978) (36)
- Complex powers of hypoelliptic pseudo-differential operators with applications (1973) (31)
- Oscillatory Integrals of Symbols of Pseudo-Differential Operators on R n and Operators of Fredholm Type (1973) (30)
- Remarks on pseudo-differential operators (1969) (23)
- Fundamental solution for a hyperbolic system with diagonal principal part (1979) (23)
- Pseudo-differential operators of multiple symbol and the Calderón-Vaillancourt theorem (1975) (22)
- Pseudo differential operators and the uniqueness of the cauchy problem (1969) (18)
- On the uniqueness for the solution of the Cauchy problem (1963) (17)
- $L^p$-theory of pseudo-differential operators (1970) (16)
- On the uniqueness of the solution of the Cauchy problem and the unique continuation theorem for elliptic equation (1962) (13)
- Factorizations and fundamental solutions for differential operators of elliptic-hyperbolic type (1976) (13)
- A problem of nirenberg on pseudo-differential operators (1970) (12)
- Fundamental solutions for operators of regularly hyperbolic type (1977) (10)
- On an example of non-uniqueness of solutions of the Cauchy problem for the wave equation (1963) (9)
- A Family of Pseudo-Differential Operators and a Stability Theorem for the Friedrichs Scheme (1976) (6)
- On the index of hypoelliptic pseudo-differential operators on $R^n $ (1972) (6)
- Complex powers of a system of pseudo-differential operators (1971) (6)
- On the propagation of singularities with infinitely many branching points for a hyperbolic equation of second order (1981) (5)
- On the characteristic Cauchy problem for partial differential equations (1965) (3)
- On a definition of singular integral operators, I (1964) (3)
- The characterization of differential operators with respect to the characteristic Cauchy problem (1966) (2)
- On Singular Perturbation of Linear Partial Differential Equations with Constant Coefficients. II (1959) (2)
- On the uniqueness of solutions of the Cauchy problem for hypoelliptic partial differential operators (1963) (2)
- On the existence and the propagation of regularity of the solutions for partial differential equations, II (1963) (1)
- On Propagation of Regularity in Space-variables for the Solutions of Differential Equations with Constant Coefficients (1966) (1)
- O N SOME CLASSES OF (."-BOUNDED PSEUDO- DIFFERENTIAL OPERATORS (0)
- On differential operators with real characteristics (1966) (0)
- AN ANALYTICITY PROBLEM AND AN INTEGRATION THEOREM OF COMPLETELY INTEGRABLE SYSTEMS WITH SINGULARITIES (1970) (0)
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What Schools Are Affiliated With Hitoshi Kumano-Go?
Hitoshi Kumano-Go is affiliated with the following schools: