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Author ID: anada.kouichi Recent zbMATH articles by "Anada, Kouichi"
Published as: Anada, Koichi; Anada, Kouichi; Anada, K.
External Links: ORCID
Documents Indexed: 15 Publications since 1996
Co-Authors: 10 Co-Authors with 13 Joint Publications
59 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

10 Publications have been cited 25 times in 16 Documents Cited by Year
Blow-up rates of solutions of initial-boundary value problems for a quasi-linear parabolic equation. Zbl 1351.35083
Anada, Koichi; Ishiwata, Tetsuya
8
2017
A numerical method of estimating blow-up rates for nonlinear evolution equations by using rescaling algorithm. Zbl 1416.65397
Anada, Koichi; Ishiwata, Tetsuya; Ushijima, Takeo
4
2018
Regional blow-up and decay of solutions to the initial-boundary value problem for \(u_ t = uu_{xx} - \gamma (u_ x)^ 2 + ku^ 2\). Zbl 0872.35057
Anada, Kouichi; Fukuda, Isamu; Tsutsumi, Masayoshi
3
1996
Contraction of surfaces by harmonic mean curvature flows and nonuniqueness of their self similar solutions. Zbl 1005.53004
Anada, Koichi
2
2001
\(8k\)-ary grid graph models of tabular forms. Zbl 1407.68376
Yaku, Takeo; Anada, Koichi; Anzai, Koushi; Koka, Shinji; Miyadera, Youzou; Tsuchida, Kensei
2
2014
Asymptotic behavior of blow-up solutions to a degenerate parabolic equation. Zbl 1332.35155
Anada, Koichi; Ishiwata, Tetsuya
2
2011
Local existence and uniqueness of viscosity solution for \(u_ t=u\Delta u-\gamma|\nabla u|^ 2+f(t,u)\). Zbl 0872.49011
Anada, K.; Fukuda, I.; Tsutsumi, M.
1
1997
Stability of solutions of nonlinear parabolic equations for harmonic mean curvature flows. Zbl 1026.35048
Anada, Koichi; Tsutsumi, Masayoshi
1
2002
Asymptotic expansions of traveling wave solutions for a quasilinear parabolic equation. Zbl 1503.35056
Anada, Koichi; Ishiwata, Tetsuya; Ushijima, Takeo
1
2022
Some features for blow-up solutions of a nonlinear parabolic equation. Zbl 1512.35371
Anada, Koichi; Ishiwata, Tetsuya
1
2015
Asymptotic expansions of traveling wave solutions for a quasilinear parabolic equation. Zbl 1503.35056
Anada, Koichi; Ishiwata, Tetsuya; Ushijima, Takeo
1
2022
A numerical method of estimating blow-up rates for nonlinear evolution equations by using rescaling algorithm. Zbl 1416.65397
Anada, Koichi; Ishiwata, Tetsuya; Ushijima, Takeo
4
2018
Blow-up rates of solutions of initial-boundary value problems for a quasi-linear parabolic equation. Zbl 1351.35083
Anada, Koichi; Ishiwata, Tetsuya
8
2017
Some features for blow-up solutions of a nonlinear parabolic equation. Zbl 1512.35371
Anada, Koichi; Ishiwata, Tetsuya
1
2015
\(8k\)-ary grid graph models of tabular forms. Zbl 1407.68376
Yaku, Takeo; Anada, Koichi; Anzai, Koushi; Koka, Shinji; Miyadera, Youzou; Tsuchida, Kensei
2
2014
Asymptotic behavior of blow-up solutions to a degenerate parabolic equation. Zbl 1332.35155
Anada, Koichi; Ishiwata, Tetsuya
2
2011
Stability of solutions of nonlinear parabolic equations for harmonic mean curvature flows. Zbl 1026.35048
Anada, Koichi; Tsutsumi, Masayoshi
1
2002
Contraction of surfaces by harmonic mean curvature flows and nonuniqueness of their self similar solutions. Zbl 1005.53004
Anada, Koichi
2
2001
Local existence and uniqueness of viscosity solution for \(u_ t=u\Delta u-\gamma|\nabla u|^ 2+f(t,u)\). Zbl 0872.49011
Anada, K.; Fukuda, I.; Tsutsumi, M.
1
1997
Regional blow-up and decay of solutions to the initial-boundary value problem for \(u_ t = uu_{xx} - \gamma (u_ x)^ 2 + ku^ 2\). Zbl 0872.35057
Anada, Kouichi; Fukuda, Isamu; Tsutsumi, Masayoshi
3
1996

Citations by Year