Tomoya Kemmochi
Tomoya Kemmochi
Verified email at na.nuap.nagoya-u.ac.jp - Homepage
Title
Cited by
Cited by
Year
Discrete maximal regularity and the finite element method for parabolic equations
T Kemmochi, N Saito
Numerische Mathematik 138 (4), 905-937, 2018
202018
Discrete maximal regularity for abstract Cauchy problems
T Kemmochi
Studia Math. 234 (3), 241--263, 2016
182016
Pointwise error estimates of linear finite element method for Neumann boundary value problems in a smooth domain
T Kashiwabara, T Kemmochi
Numerische Mathematik 144 (3), 553-584, 2020
6*2020
Numerical analysis of elastica with obstacle and adhesion effects
T Kemmochi
Applicable Analysis 98 (6), 1085-1103, 2019
62019
Relation between the T-congruence Sylvester equation and the generalized Sylvester equation
Y Satake, M Oozawa, T Sogabe, Y Miyatake, T Kemmochi, SL Zhang
Applied Mathematics Letters 96, 7-13, 2019
42019
Stability, analyticity, and maximal regularity for parabolic finite element problems on smooth domains
T Kashiwabara, T Kemmochi
Mathematics of Computation 89 (324), 1647-1679, 2020
3*2020
Energy dissipative numerical schemes for gradient flows of planar curves
T Kemmochi
BIT Numerical Mathematics 57 (4), 991-1017, 2017
32017
On the finite element approximation for non-stationary saddle-point problems
T Kemmochi
Japan Journal of Industrial and Applied Mathematics 35 (2), 423-439, 2018
22018
Modified Strang splitting for semilinear parabolic problems
K Nakano, T Kemmochi, Y Miyatake, T Sogabe, SL Zhang
JSIAM Letters 11, 77-80, 2019
12019
Computing the matrix fractional power based on the double exponential formula
F Tatsuoka, T Sogabe, Y Miyatake, T Kemmochi, SL Zhang
arXiv preprint arXiv:2012.01667, 2020
2020
On a transformation of the∗-congruence Sylvester equation for the least squares optimization
Y Satake, T Sogabe, T Kemmochi, SL Zhang
Optimization Methods and Software 35 (5), 974-981, 2020
2020
Energy dissipative numerical schemes for gradient flows of planar curves (Analysis on Shapes of Solutions to Partial Differential Equations)
T Kemmochi
”—‰πΝŒ€‹†Šu‹†˜^= RIMS Kokyuroku 2146, 39-59, 2020
2020
Numerical Analysis of the Allen-Cahn Equation with Coarse Meshes
T KEMMOCHI
ΎεU 6, 2019
2019
ON THE⋆-CONGRUENCE SYLVESTER EQUATION
Y SATAKE, T SOGABE, T KEMMOCHI, SL ZHANG
Engineering (ICMASE 2020) 09-10 July 2020, Ankara, 179, 0
On∗-congruence Sylvester Equation and the Generalized Sylvester Equation
Y Satake, T Sogabe, T Kemmochi, SL Zhang
On a relationship between the∗-congruence Sylvester equation and the generalized Sylvester equation
Y Satake, T Sogabe, T Kemmochi, SL Zhang
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Articles 1–16