D. Furihata

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Finite Difference Schemes for ∂u∂t=(∂∂x)αδGδu That Inherit Energy Conservation or Dissipation Property

D. Furihata, Daisuke Furihata, 1999 .

Dissipative or Conservative Finite Difference Schemes for Complex-Valued Nonlinear Partial Different

D. Furihata, Takayasu Matsuo, Daisuke Furihata, 2001 .

Invariants-preserving integration of the modified Camassa–Holm equation

D. Furihata, Takayasu Matsuo, Y. Miyatake, 2011 .

Discrete Variational Derivative Method: A Structure-Preserving Numerical Method for Partial Differential Equations

D. Furihata, Takayasu Matsuo, Daisuke Furihata, 2010 .

MATHEMATICAL ENGINEERING TECHNICAL REPORTS Invariants-Preserving Integration of the Modified Camassa–Holm Equation

D. Furihata, Takayasu Matsuo, Y. Miyatake, 2011 .

Conservative finite difference schemes for the modified Camassa-Holm equation

Yuto Miyatake, Daisuke Furihata, Takayasu Matsuo, 2011, JSIAM Lett..

Nonlinear and linear conservative finite difference schemes for regularized long wave equation

Daisuke Furihata, D. Furihata, Satoshi Koide, 2009 .

Finite-difference schemes for nonlinear wave equation that inherit energy conservation property

Daisuke Furihata, D. Furihata, Daisuke Furihata, 2001 .

Geometric numerical integrators for Hunter–Saxton-like equations

D. Furihata, Takayasu Matsuo, David Cohen, 2016, 1608.04833.

The Hyers–Ulam stability constant for Chebyshevian Bernstein operators

D. Furihata, M. Mazure, R. Ait-Haddou, 2018, Journal of Mathematical Analysis and Applications.

Pathwise existence of solutions to the Implicit Euler method for the stochastic Cahn-Hilliard Equation

D. Furihata, S. Yoshikawa, F. Lindgren, 2016, 1601.07569.