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Toyohiko Aiki
Toyohiko Aiki
Professor of Mathematics, Japan Women's University
Verified email at fc.jwu.ac.jp
Title
Cited by
Cited by
Year
A free-boundary problem for concrete carbonation: Front nucleation and rigorous justification of the -law of propagation
T Aiki, A Muntean
Interfaces and Free Boundaries 15 (2), 167-180, 2013
402013
A prey-predator model with hysteresis effect
T Aiki, E Minchev
SIAM journal on mathematical analysis 36 (6), 2020-2032, 2005
372005
Large time behavior of solutions to a moving-interface problem modeling concrete carbonation
T Aiki, A Muntean
Communications on Pure and Applied Analysis 9 (5), 1117-1129, 2010
342010
Existence and uniqueness of solutions to a mathematical model predicting service life of concrete structures
T Aiki
< em> Adv. Math. Sci. Appl. 19, 109, 2009
302009
Weak solutions for Falk's model of shape memory alloys
T Aiki
Mathematical methods in the applied sciences 23 (4), 299-319, 2000
292000
Mathematical model for hysteresis phenomenon in moisture transport of concrete carbonation process
T Aiki, K Kumazaki
Physica B: Condensed Matter 407 (9), 1424-1426, 2012
272012
Multi-dimensional Stefan problems with dynamic boundary conditions
A Toyohiko
Applicable Analysis 56 (1-2), 71-94, 1995
251995
One-dimensional shape memory alloy problems including a hysteresis operator
T Aiki
Funkcialaj Ekvacioj 46 (3), 441-469, 2003
232003
Homogenization of a thermo-diffusion system with Smoluchowski interactions
O Krehel, T Aiki, A Muntean
Networks and Heterogeneous Media 9 (4), 739-762, 2014
222014
Well-posedness of a mathematical model for moisture transport appearing in concrete carbonation process
T Aiki
< em> Adv. Math. Sci. Appl. 21, 361, 2011
202011
Behavior of free boundaries of blow-up solutions to one-phase Stefan problems
T Aiki
Nonlinear Analysis: Theory, Methods & Applications 26 (4), 707-723, 1996
201996
Large-time asymptotics of moving-reaction interfaces involving nonlinear Henry’s law and time-dependent Dirichlet data
T Aiki, A Muntean
Nonlinear Analysis: Theory, Methods & Applications 93, 3-14, 2013
162013
A mathematical model for bacterial growth described by a hysteresis operator
T Aiki, J Kopfová
Recent advances in nonlinear analysis, 1-10, 2008
162008
Some models for shape memory alloys
T Aiki
Mathematical Aspects of Modeling Structure Formation Phenomena, 2001
152001
Phase field equations with constraints under nonlinear dynamic boundary conditions
N Sato, T Aiki
Communications in Applied Analysis 5 (2), 215-234, 2001
152001
Global existence of solutions to one-phase Stefan problems for semilinear parabolic equations
T Aiki, H Imai
Annali di Matematica pura ed applicata 175, 327-337, 1998
151998
Mathematical modeling of concrete carbonation process with hysteresis effect (Analysis on non-equilibria and nonlinear phenomena: from the evolution equations point of view)
T Aiki, K Kumazaki
数理解析研究所講究録 1792, 99-107, 2012
132012
Two-phase Stefan problems with dynamic boundary conditions
T Aiki
Adv. Math. Sci. Appl 2 (2), 253-270, 1993
131993
A one dimensional free boundary problem for adsorption phenomena
N Sato, T Aiki, Y Murase, K Shirakawa
Networks and Heterogeneous Media 9 (4), 655-668, 2014
122014
Behavior of solutions to two-phase Stefan problems for nonlinear parabolic equations
T Aiki, N Kenmochi
Bull. Fac. Ed. Chiba Univ 39, 15-62, 1991
121991
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