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1. QOP9N1@^@qTARcY
Free boundary problem for a reaction-diffusion equation with positive bistable nonlinearity,
Discrete Continuous Dynamical Systems A, Vol. 40 (2020), 3375-3394.

2. QOPWNT@qTARcY
Spreading speed and profiles of solutions to a free boundary problem with Dirichlet boundary conditions,
Journal of Mathematical Analysis and Applications, Vol.465 (2018), 1159-1175.

3. QOPWNR@qTAV
Spreading and vanishing in a free boundary problem for nonlinear diffusion equations with a given forced moving boundary,
Journal of Differential Equations, Vol. 265 (2018), 1000-1043.

4. QOPUNPQ@OD[A琳
Convergence of hydrodynamical limits for generalzed Carleman models,
Funkcialaj Ekvacioj. Vol. 59 (2016), 351-382.

5. QEOPUNX@R{CRcY
Analysis of forest kinematic moddel with nonlinear degenerate diffusion,
Advances in Mathematical Sciences and Applications, Vol. 25, No.1 (2016), 307-320.

6. QOPUNV@qTARcY
Spreading, vanishing and singularity for radially symmetric solutions of a Stefan-type free boundary problem,
ۂ̉͂ւ̉pƂĂ̔W_̓WJC͌u^ No. 1997 (2016), 86-95.

7. QOPUNR@OD[A琳
Diffusive limits of nonlinear hyperbolic systems with variable coefficients,
Continuum Mech. Thermodyn. Vol. 28 (2016), 1583-1599.

8. QOPUNQ@gcY
Asymptotic behavior of solutions for semilinear Volterra diffusion equations with spatial inhomegeneity,
۔W_猩ΔɊւ]@̍člC͌u^No. 1984 (2016), 9-22.

9. QOPUNQ@͍DC
۔W_猩ΔɊւ]@̍člC͌u^No. 1984 (2016), 87-109.

10. QOPTNX@͍DCARcY
Multiple spreading phenomena for a free boundary problem for a reaction-diffusion equation with a certain class of bistable nonlinearity,
Joournal of Differential Equations, Vol. 261 (2016), 538-572.

11. QOPTNR@gcYARcY
Asymptotic behavior of solutions for semilinear Volterra diffusion equations with spatial inhomogeneity and advection,
Tokyo Journal of Mathematics, Vo. 39, No.1 (2016), 271-292.

12. QOPTNQ@qTAV
Spreading speed and sharp asymptotic profiles of solutions in free boundary problems for nonlinear advection-diffusion equations,
Journal of Mathematical Analysis and Applications, Vol. 428 (2015), 43-76.

13. QOPSNU qTARcY
On a population model with a free boundary and related elliptic problems,
̒萫I_̐VWJ(Kyoto, 2014), ͌u^, No. 1901 (2014), 69-78.

14. QOPSNP qT
Spreading and vanishing behaviors for radially symmetric solutions of free boundary problems for reaction-diffusion equations,
Nonlinear Analysis: Real World Applications 18 (2014), 121-140.

15. QOPRNS qTARcYA}a_
Funkcialaj Ekvacioj 57 (2014), 449-465.

16. QOPRNU JA ]ėmA JI
Global stability for a multi-group SIRS epidemic model with varying population sizes,
Nonlinear Analysis: Real World Applications 14 (2013), 1693-1704.

17. QOPRNS qTARcY
Asymptotic behavior of solutions for free boundary problems related to an ecological model,
Proceedings of Seminar on Partial Differential Equations in Osaka 2012 -in honor of Professor Hiroki Tanabefs 80th birthday- (2013), 55-64.

18. QOPRNS ]ėm
Asymptotic behavior of epidemic models governed by logistic growth,
Proceedings of Seminar on Partial Differential Equations in Osaka 2012 -in honor of Professor Hiroki Tanabefs 80th birthday- (2013), 45-54.

19. QOPRNR ]ėmAJ
A simple discrete-time analogue preserving the global stability of a continuous-time SIRS epidemic model,
International Journal of Biomathematics 6 (2013) 1350001, 18 pages.

20. QOPQN }a_
Coexistence states of a prey-predator model with cross-diffusion and a protection zone,
Adv. Math. Sci. Appl. 22 (2012), 501-520.

21. QOPQNPO ]ėmAcsFA J
Lyapunov functional techniques for the global stability analysis of a delayed SIRS epidemic model,
Nonlinear Analysis: Real World Applications 13 (2012), 2120-2133.

22. QOPQNEV ]ėmAcsFA JA G. IzzoA A. Vecchio
Global dynamics of difference equations for SIR epidemic models with a class of nonlinear incidence rates,
Journal of Difference Equations and Applications 18 (2012), 1163-1181.

23. QOPQNT qTARcY
A free boundary problem modeling the invasion of species,
񕽍tۂ̉́E|W̗ꂩ|(Kyoto, 2011), ͌u^, No. 1792 (2012), 108-117.

24. QOPPNPP qTARcY
A free boundary problem for a reaction-diffusion equation appearing in ecology,
Adv. Math. Sci. Appl. 21 (2011), 467-492.

25. QOPPNU }a_
Stationary problem of a prey-predator cross-diffusion system with a protection zone,
ۂ̐͂֌WƂ̎(Kyoto, 2010),͌u^,No.1746(2011), 58-68.

26. QOPPNT }a_
Effect of cross-diffusion on the stationary problem of a prey-predator model with a protection zone,
J. Differential Equations 250 (2011), 3988-4009.

27. QOPPNP ]ėmAcsFA J
Global stability of SIR epidemic models with a wide class of nonlinear incidence rates and distributed delays
Discrete and Continuous Dynamical Systems Series B 15 (2011), 61-74.

28. QOPONW ]ėm
Lyapunov functional techniques on stability analysis for mathematical models,
6񐶕w̗_Ƃ̉p(Kyoto,2009),E͌u^,No.1704(2010), 120-127.

29. QOPONS ]ėmAcsFA J
Global stability for a class of discrete SIR epidemic models
Mathematical Biosciences and Engineering, 7 (2010), 347-361.

30. QOOXNT ]ėm
Permanence for multi-species nonautonomous Lotka-Volterra cooperative systems,
American Institute of Physics Conference Proceedings, 1124 (2009), 109-118.

31. QOOXNS }a_
Stationary patterns for a Lotka-Volterra cooperative model with a density-dependent diffusion term,
Funkcialaj Ekvacioj, Vol.52 (2009), 93-112.

32. QOOWNPQ ዷO
Representation and asymptotic formulas for 1-dimensional linearized eigenvalue problems with Dirichlet boundary condition,
submitted in Proceeding of WCNA2008.

33. QOOWNS }a_
Stationary patterns for a cooperative model with nonlinear diffusion,
Wƌۂ̐(Kyoto,2007),͌u^,No.1588(2008),87-98.

34. QOOVNPO ዷO
Representation and asymptotic formulas for some 1-dimensional linerized eigenvalue problems,
ϕƂ̎(Kyoto,2007),sw͌u^,No.1591(2008),67-87.

35. QOOUNPQ ዷOAlcJ
Representation formulas for some 1-dimensional linearized eigenvalue problems,
Commun. Pure Appl. Anal. 7(2008),745-763.

36. QOOUNU bAዷO
Generation of interfaces for Lotka-Volterra competition diffusion system with large interaction rates,
J. Differential Equations. 235(2007),586-608.

37. QOOTNPO TO
Some nonexistence results of stationary solution for the Gray-Scott model,
Nonlinear Anal. Theory, Methods & Applications, Vol.65(2006),1644-1653.

38. QOOTNV ዷO
Exact eigenvalues and eigenfunctions associated with linearization for Chafee-Infante problem,
Funkcialaj Ekvacioj, Vol. 49(2006), 321-336.

39. QOOTNU Y쓹YAbARcY
Steady-states with transition layers and spikes for a bistable reaction-diffusion equation,
Mathematical approach to nonlinear phenomena, analysis and simulations, 267-279, Gakuto Intern. Ser. Math. Sci. Appl. Vol. 23, 2005.

40. QOOTNT Y쓹YAbARcY
Transition layers and spikes for a bistable reaction-diffusion equation,
Adv. Math. Sci. Appl. Vol. 15(2005), 683-707.

41. QOOTNT cqmAvt
Positive steady states for a prey-predator model with some nonlinear diffusion terms,
J. Math. Anal. Appl. Vol. 323(2006), 267-279.

42. QOOTNQ vtARcY
Coexistence states for a prey-predator model with cross-diffusion,
Dynamical Systems and Differential Equations,
Discrete and Concinuous Dynamical Systems, Supplement Volume (2005), 536-545.

43. QOOTNQ Y쓹YAbARcY
Transition layers and spikes for a reaction-diffusion equation with bistable nonlinearity,
Dynamical Systems and Differential Equations,
Discrete and Continuous Dynamical Systems, Supplement Volume (2005), 868-877.

44. QOOTNP ዷO
Generation of an interface of competition-diffusion systems with large interaction,
WƉ̑Q߉ (Kyoto, 2005), ͌u^ No. 1436 (2005), 145-154.

45. QOOSNPP vtARcY
Multiple existence and stability of steady-states for a prey-predator system with cross-diffusion,
Nonlocal Elliptic and Parabolic Problems, Banach Center Publications, Vol.66. (2004), 199-210.

46. QOORNPO@Y쓹Y
Transition layers and spikes for a bistable reaction-diffusion equations,
WƉ̑Q߉ (Kyoto, 2003), ͌u^ No. 1358 (2003), 34-45.

47. QOORNU 剮
Existence results for some quasilinear elliptic equations in an unbounded domain,
ϕƂ̎ (Kyoto, 2003), ͌u^ No. 1347 (2003), 156-166.

48. QOORNT 剮
Existence results for some quasilinear elliptic equations involving critical Sobolev exponents,
Advances in Differential Equations Vol. 9 (2004), 1339-1368.

49. QOORNP vt
Stability of steady-state solutions to a prey-predator system with cross-diffusion,
J. Differential Equations. Vol.197(2004), 293-314

50. QOOQNPO vtARcY
Multiple coexistence states for a prey-predator system with cross-diffusion,
J. Differential Equations. Vol.197(2004), 315-348

51. QOOQNV 剮
Exponentially decaying solutions of quasilinear elliptic equations in $R^N$,
Adv. Math. Sci. Appl. Vol. 13(2003), 287-299.

52. QOOQNR TO
A note on the stability for the Gray-Scott model,
Adv. Math. Sci. Appl. Vol. 12 (2002), 785-790.

53. QOOPNV LARcY
Multiple existence of positive solutions of competing species equations with diffusion and large interactions,
Adv. Math. Sci. Appl. Vol. 12 (2002), 435-453.

54. QOOPNV@b
Multi-layered stationary solutions for a spatially inhomogeneous Allen-Cahn equation,
J. Differential Equations, Vol. 191 (2003), 234-276.

55. QOOPNU vt
Diffusion problems with concave-convex nonlinearities,
ϕƂ̎ (Kyoto, 2001), ͌u^ No. 1237 (2001), 83-98.

56. QOOPNT@bAcai
Clustering layers and boundary layers in spatially inhomogeneous phase transition problem,
Ann. Inst. H. Poincare Anal. Non Lineaire Vol. 20 (2003), 107-143.

57. QOOONPO@b
o^̒Ɍ閧WJڑwƃXpCNC
WƂ̉p, ͌u^ No. 1197 (2000), 195-207.

58. QOOONPO@b
Multi-layered stationary solutions for a spatially inhomogeneous Allen-Cahn equation,
Nonlinear Anal. Vol. 47 (2001), Proceedings of the Third World Congress of Nonlinear Analysis, 825-836.

59. QOOONPO@vt
Stabilization of solutions of the diffusion equation with a non-Lipschitz reaction term,
Nonlinear Anal. Vol. 47 (2001), Proceedings of the Third World Congress of Nonlinear Analysis, 789-800.

60. QOOONX@|T
Asymptotic behavior of solutions for partial differential equations with degenerate diffusion and logistic reaction,
Nonlinear Anal. Vol. 47 (2001), Proceedings of the Third World Congress of Nonlinear Analysts, 1715-1724.

61. QOOONT vt
Large-time behavior of solutions of diffusion equations with concave-convex reaction term,
Adv. Math. Sci. Appl. Vol.12 (2002), 307-325.

62. PXXXENPP |T
Behavior of solutions for a degenerate parabolic equation with logistic reaction,
Free Boundary Problems: Theory and Applications., GAKUTO International Series, Mathematical Sciences and Applications Vol. 13 (2000), 355-368.

63. PXXXNX |T
Multiplicity result for a degenerate elliptic equation with logistic reaction,
J. Differential Equations Vol. 137 (2001), 138-144.

64. PXXXNU |T
Degenerate elliptic equation with logistic reaction,
ϕƂ̎ (Kyoto, 1999), ͌u^ No. 1117 (1999), 119-133.

65. PXXXNR |T
Positive solutions of a degenerate elliptic equation with logistic reaction,
Proc. Amer. Math. Soc. Vol. 129, No. 2 (2001), 433-441

66. PXXXNR sBvARcY
Some remarks on global solutions to quasilinear parabolic system with cross- diffusion,
Funkcial. Ekvac., Vol.43, No.2 (2000), 285-301

67. PXXWNPP b
Multiple existence of spatially inhomogeneous steady-states for competition diffusion systems,
Adv. Math. Sci. Appl. Vol. 9, No. 2 (1999), 973-991.

68. PXXWNV |T
Behavior of solutions near the flat hats of stationary solutions for a degenerate parabolic equation,
SIAM J. Math. Anal. Vol. 31 (2000), 678-692.

69. PXXWNT b
Stable transition layers in a balanced bistable equation,
Differential Integral Equations Vol.13 , No.7-9 (2000), 1025-1038

70. PXXWNS gcցARcY
Global attractivity of a coexistence state for a certain class of reaction- diffusion systems with 3 x 3 cooperative matrices,
Adv. Math. Sci. Appl. Vol. 9, No. 2 (1999), 695-706.

71. PXXVNPQ A@
Structure of positive radial solutions to the Haraux-Weissler equation II,
Adv. Math. Sci. Appl. Vol. 9, No. 1 (1999), 473-497.

72. PXXVNPO |TEEbr> Remarks on a reaction-diffusion equation with degenerate p-Laplacian,
WƂ̉p (Kyoto, 1997), ͌u^ No. 1061(1998), 27-42.

73. PXXVNW |TARcY
Asymptotic properties of a reaction-diffusion equation with degenerate $p$- Laplacian,
Nonlinear Anal. Vol. 42 (2000), 41-61.

74. PXXVNS pA|TCRcY
ۂ̉́FƐisgɂāA
cwHW[i Vol. 1 (1997).

75. PXXVNP p
Traveling wave solutions for some quasilinear differential equations,
Adv. Math. Sci. Appl. Vol. 8 (1998), 761-777.

76. PXXUNPO b
WƂ̉p (Kyoto, 1996), ͌u^ No. 1009 (1997), 29-37.

77. PXXUN1 A@Acp
Bifurcation of rapidly decaying solutions for the Haraux-Weissler equation,
Adv. Math. Sci. Appl. Vol. 7 (1997), 619-630.

78. PXXTNPQ bARcY
Positive steady states for prey-predator models with cross-diffusion,
Adv. Differential Equations Vol. 1 (1996), 1099-1122.

79. PXXTNPO A@
Structure of radial solutions to $\Delta u + \frac{1}{2}x\cdot\nabla u + \lambda u + \vert u\vet^{p-1}u = 0$ in $R^n$,
WƂ̉p (Kyoto, 1995), ͌u^ No. 966 (1996), 155-169.

80. PXXTNX C. DohmenAA@
Structure of positive radial solutions to the Haraux-Weissler equation,
Nonlinear Anal. Vol. 33 (1998), 51-69.

81. PXXSNPO A@
On the positive radial solutions to the Haraux-Weissler equation,
WƂ̉p (Kyoto, 1994), ͌u^ No. 913 (1995), 148-168.

82. PXXSNPO bARcY
On positive steady-states for some reaction-diffusion system,
Adv. Math. Sci. Appl. Vol. 6 (1996), 279-289.

83. PXXSNX A@
Structure of positive radial solutions to a semilinear elliptic PDE with a gradient-term,
Funkcial. Ekvac. Vol.39 (1996), 323-345.

84. PXXSNT Hcr
Global existence and exponential stability of convection,
J. Math. Anal. Appl. Vol. 196 (1995), 699-721.

85. PXXQNU Hcr
Lack of uniformity of $L^2$-decay for viscous incompressible flows in exterior domains,
Adv. Math. Sci. Appl. Vol. 2 (1993), 345-367.

86. PXXPNT Hcr
Asymptotic behavior and stability of solutions to the exterior convection problem,
Nonlinear Anal. Vol. 22 (1994), 895-925.

87. PXXPNS HcrARcY
Global solutions for the heat convection equation in an exterior domain,
Tokyo J. Math. Vol. 15 (1992), 135-151.

88. PXWXNPO OARcY
Solvability and smoothing effect for semilinear parabolic equations,
Funkcial. Ekvac. Vol.34 (1991), 475-494.

89. PXWXNX Hcr
Existence and regularizing properties of solutions for the nonstationary convection problem,
Funkcial. Ekvac. Vol.34 (1991), 449-474.

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