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Kenji Yajima
Kenji Yajima
Professor of Mathematics (Emeritus)
Verified email at gakushuin.ac.jp
Title
Cited by
Cited by
Year
Existence of solutions for Schrödinger evolution equations
K Yajima
Communications in Mathematical Physics 110 (3), 415-426, 1987
6051987
The Wk, p-continuity of wave operators for Schrödinger operators
K Yajima
Journal of the Mathematical Society of Japan 47 (3), 551-581, 1995
3001995
The Wk, p-continuity of wave operators for Schrödinger operators
K Yajima
Journal of the Mathematical Society of Japan 47 (3), 551-581, 1995
2871995
Some examples of smooth operators and the associated smoothing effect
T Kato, K Yajima
Reviews in Mathematical Physics 1 (04), 481-496, 1989
2431989
Schrödinger evolution equations with magnetic fields
K Yajima
Journal d’Analyse Mathématique 56 (1), 29-76, 1991
1811991
Scattering theory for Schrödinger equations with potentials periodic in time
K Yajima
Journal of the Mathematical Society of Japan 29 (4), 729-743, 1977
1801977
Resonances for the AC-Stark effect
K Yajima
Communications in Mathematical Physics 87 (3), 331-352, 1982
1581982
The asymptotic behavior of nonlinear Schrödinger equations
Y Tsutsumi, K Yajima
Bulletin (new series) of the American mathematical society 11 (1), 186-188, 1984
1391984
A scattering theory for time-dependent long-range potentials
H Kitada, K Yajima
Duke Mathematical Journal 49 (2), 341-376, 1982
1361982
Smoothness and non-smoothness of the fundamental solution of time dependent Schrödinger equations
K Yajima
Communications in mathematical physics 181 (3), 605-629, 1996
1021996
L p-Boundedness of Wave Operators for¶ Two Dimensional Schrödinger Operators
K Yajima
Communications in mathematical physics 208 (1), 125-152, 1999
911999
Dispersive estimates for Schrödinger equations with threshold resonance and eigenvalue
K Yajima
Communications in mathematical physics 259 (2), 475-509, 2005
892005
Local smoothing property and Strichartz inequality for Schrödinger equations with potentials superquadratic at infinity
K Yajima, G Zhang
Journal of differential equations 202 (1), 81-110, 2004
852004
The Wk, p-continuity of wave operators for Schrödinger operators. III. Even-dimensional cases m≥ 4
K Yajima
J. Math. Sci. Univ. Tokyo 2 (2), 311-346, 1995
851995
3-The Lp-continuity of Wave Operators for One Dimensional Schrodinger Operators
G Artbazar, K Yajima
Journal of Mathematical Sciences-University of Tokyo 7 (2), 221-240, 2000
732000
Spectral and scattering theory for Schrödinger operators with Stark effect
K Yajima
J. Fac. Sci. Univ. Tokyo Sect. IA Math 26 (3), 377-390, 1979
731979
Spectral and scattering theory for Schrödinger operators with Stark effect
K Yajima
J. Fac. Sci. Univ. Tokyo Sect. IA Math 26 (3), 377-390, 1979
731979
Bound states and scattering states for time periodic Hamiltonians
K Yajima, H Kitada
Annales de l'IHP Physique théorique 39 (2), 145-157, 1983
701983
Smoothing Property for Schrödinger Equations¶ with Potential Superquadratic at Infinity
K Yajima, G Zhang
Communications in Mathematical Physics 221 (3), 573-590, 2001
662001
Porous boron-doped diamond electrodes fabricated via two-step thermal treatment
T Kondo, Y Kodama, S Ikezoe, K Yajima, T Aikawa, M Yuasa
Carbon 77, 783-789, 2014
642014
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