Tsukamoto, Ichiro

Compute Distance To:
 Author ID: tsukamoto.ichiro Published as: Tsukamoto, Ichiro
 Documents Indexed: 30 Publications since 1982 1 Further Contribution Co-Authors: 3 Co-Authors with 2 Joint Publications 1 Co-Co-Author

Co-Authors

 28 single-authored 1 Iwano, Masahiro 1 Mishina, Toshiro 1 Ono, Mahito 1 Saito, Tosiya
all top 5

Serials

 6 Funkcialaj Ekvacioj. Serio Internacia 4 Hokkaido Mathematical Journal 4 Tokyo Journal of Mathematics 4 Far East Journal of Mathematical Sciences 2 Commentarii Mathematici Universitatis Sancti Pauli 2 Japanese Journal of Mathematics. New Series 2 Yokohama Mathematical Journal 2 Advances and Applications in Mathematical Sciences 1 Hiroshima Mathematical Journal 1 Journal of the Mathematical Society of Japan 1 Osaka Journal of Mathematics 1 Keio Science and Technology Reports 1 Seminar on Mathematical Sciences

Fields

 31 Ordinary differential equations (34-XX) 1 Operator theory (47-XX) 1 Mechanics of particles and systems (70-XX)

Citations contained in zbMATH Open

11 Publications have been cited 12 times in 2 Documents Cited by Year
Asymptotic behavior of solutions of $$x''=e^{\alpha\lambda t}x^{1+\alpha}$$ where $$-1<{\alpha}<0$$. Zbl 1081.34044
Tsukamoto, Ichiro
2003
On solutions of $$x''=-e^{\alpha \lambda t}x^{1+\alpha}$$. Zbl 0693.34066
Tsukamoto, Ichiro
1989
On solutions of $$x''=\exp(\alpha \lambda t) x^{1+alpha}$$. Zbl 0513.34062
Tsukamoto, Ichiro; Mishina, Toshiro; Ono, Mahito
1982
Fixed point theorems. Applications to ordinary differential equations. Zbl 0599.47086
Iwano, Masahiro
1985
Asymptotic behavior of positive solutions of $$x''=-t^{\alpha \lambda -2}x^{1+\alpha}$$ with $$\alpha <0$$ and $$\lambda <-1$$ or $$\lambda >0$$. Zbl 1147.34003
Tsukamoto, Ichiro
2007
On asymptotic behavior of positive solutions of $$x''=e^{\alpha \lambda t}x^{1+\alpha}$$ with $$\alpha <-1$$. Zbl 1141.34031
Tsukamoto, Ichiro
2007
Remarks on the papers “On solutions of $$x'' =\pm e^{\alpha\lambda t}x^{1+\alpha}$$”. Zbl 0806.34042
Tsukamoto, Ichiro
1994
On the generalized Thomas-Fermi differential equations and applicability of Saito’s transformation. Zbl 0881.34053
Tsukamoto, Ichiro
1997
On solutions of $$x''= t^{\alpha\lambda-2} x^{1+\alpha}$$ starting at some positive $$t$$. Zbl 1061.34006
Tsukamoto, Ichiro
2003
On solutions of $$x"=-e^{\alpha \lambda t}x^{1+\alpha}$$ where $$\alpha<0$$. Zbl 1084.34003
Tsukamoto, Ichiro
2005
On solutions of $$x''=t^{\alpha\lambda-2}x^{1+\alpha}$$ where $$\alpha>0$$ and $$\lambda=0$$, $$-1$$. Zbl 1112.34324
Tsukamoto, Ichiro
2006
Asymptotic behavior of positive solutions of $$x''=-t^{\alpha \lambda -2}x^{1+\alpha}$$ with $$\alpha <0$$ and $$\lambda <-1$$ or $$\lambda >0$$. Zbl 1147.34003
Tsukamoto, Ichiro
2007
On asymptotic behavior of positive solutions of $$x''=e^{\alpha \lambda t}x^{1+\alpha}$$ with $$\alpha <-1$$. Zbl 1141.34031
Tsukamoto, Ichiro
2007
On solutions of $$x''=t^{\alpha\lambda-2}x^{1+\alpha}$$ where $$\alpha>0$$ and $$\lambda=0$$, $$-1$$. Zbl 1112.34324
Tsukamoto, Ichiro
2006
On solutions of $$x"=-e^{\alpha \lambda t}x^{1+\alpha}$$ where $$\alpha<0$$. Zbl 1084.34003
Tsukamoto, Ichiro
2005
Asymptotic behavior of solutions of $$x''=e^{\alpha\lambda t}x^{1+\alpha}$$ where $$-1<{\alpha}<0$$. Zbl 1081.34044
Tsukamoto, Ichiro
2003
On solutions of $$x''= t^{\alpha\lambda-2} x^{1+\alpha}$$ starting at some positive $$t$$. Zbl 1061.34006
Tsukamoto, Ichiro
2003
On the generalized Thomas-Fermi differential equations and applicability of Saito’s transformation. Zbl 0881.34053
Tsukamoto, Ichiro
1997
Remarks on the papers “On solutions of $$x'' =\pm e^{\alpha\lambda t}x^{1+\alpha}$$”. Zbl 0806.34042
Tsukamoto, Ichiro
1994
On solutions of $$x''=-e^{\alpha \lambda t}x^{1+\alpha}$$. Zbl 0693.34066
Tsukamoto, Ichiro
1989
Fixed point theorems. Applications to ordinary differential equations. Zbl 0599.47086
Iwano, Masahiro
1985
On solutions of $$x''=\exp(\alpha \lambda t) x^{1+alpha}$$. Zbl 0513.34062
Tsukamoto, Ichiro; Mishina, Toshiro; Ono, Mahito
1982

Cited by 3 Authors

 1 Kałamajska, Agnieszka 1 Mazowiecka, Katarzyna Ewa 1 Tsukamoto, Ichiro

Cited in 2 Serials

 1 Mathematical Methods in the Applied Sciences 1 Tokyo Journal of Mathematics

Cited in 2 Fields

 2 Ordinary differential equations (34-XX) 1 Real functions (26-XX)