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Sakai, Takahiro

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Author ID: sakai.takahiro Recent zbMATH articles by "Sakai, Takahiro"
Published as: Sakai, T.; Sakai, Takahiro
Documents Indexed: 13 Publications since 1975

Co-Authors

0 single-authored
3 Redekopp, Larry G.

Publications by Year

Citations contained in zbMATH

7 Publications have been cited 28 times in 27 Documents Cited by Year
Geometry and cohomology of certain domains in the complex projective space. Zbl 0447.32003
Buchner, M.; Fritzsche, K.; Sakai, T.
9
1981
Injectivity radius estimate for 1/4-pinched manifolds. Zbl 0424.53020
Klingenberg, W.; Sakai, T.
6
1980
An application of one-sided Jacobi polynomials for spectral modeling of vector fields in polar coordinates. Zbl 1175.65120
Sakai, T.; Redekopp, L. G.
5
2009
Generalized Fermat’s problem. Zbl 0739.53031
Noda, R.; Sakai, T.; Morimoto, M.
4
1991
On the Riemannian structure all of whose geodesics are closed and of the same length. Zbl 0298.53015
Sakai, T.
2
1975
A parametric study of the generation and degeneration of wind-forced long internal waves in narrow lakes. Zbl 1189.76097
Sakai, Takahiro; Redekopp, L. G.
1
2010
Biochemical switching device realizing McCulloch-Pitts type equation. Zbl 0638.92004
Okamoto, M.; Sakai, T.; Hayashi, K.
1
1988
A parametric study of the generation and degeneration of wind-forced long internal waves in narrow lakes. Zbl 1189.76097
Sakai, Takahiro; Redekopp, L. G.
1
2010
An application of one-sided Jacobi polynomials for spectral modeling of vector fields in polar coordinates. Zbl 1175.65120
Sakai, T.; Redekopp, L. G.
5
2009
Generalized Fermat’s problem. Zbl 0739.53031
Noda, R.; Sakai, T.; Morimoto, M.
4
1991
Biochemical switching device realizing McCulloch-Pitts type equation. Zbl 0638.92004
Okamoto, M.; Sakai, T.; Hayashi, K.
1
1988
Geometry and cohomology of certain domains in the complex projective space. Zbl 0447.32003
Buchner, M.; Fritzsche, K.; Sakai, T.
9
1981
Injectivity radius estimate for 1/4-pinched manifolds. Zbl 0424.53020
Klingenberg, W.; Sakai, T.
6
1980
On the Riemannian structure all of whose geodesics are closed and of the same length. Zbl 0298.53015
Sakai, T.
2
1975

Citations by Year