論文 - 深尾 武史

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  1. The Cahn–Hilliard equation with forward-backward dynamic boundary condition via vanishing viscosity,SIAM Journal on Mathematical Analysis,54巻 (頁 3292 ~ 3315) ,Society for Industrial and Applied Mathematics,2022年06月,Pierluigi Colli, Takeshi Fukao, and Luca Scarpa

    共著,数学解析

  2. 高等学校の探究学習科目「理数探究基礎」で扱うための斜方投射を題材とした課題解決型授業の実践,京都教育大学附属高等学校研究紀要,95巻 ,京都教育大学,2022年03月,葛城元, 粥川絢子, 野原大輝, 深尾武史, 谷口和成

    共著,教科教育学

  3. A second-order accurate structure-preserving scheme for the Cahn–Hilliard equation with a dynamic boundary condition,Communications on Pure & Applied Analysis ,21巻 (頁 355 ~ 392) ,American Institute of Mathematical Sciences,2022年02月,Makoto Okumura, Takeshi Fukao, Daisuke Furihata, and Shuji Yoshikawa

    共著,数学解析

  4. Separation property and convergence to equilibrium for the equation and dynamic boundary condition of Cahn–Hilliard type with singular potential,Asymptotic Analysis,124巻 (頁 303 ~ 341) ,IOS Press,2021年08月,Takeshi Fukao, Hao Wu

    共著,数学解析

  5. A new structure-preserving scheme with the staggered space mesh for the Cahn–Hilliard equation under a dynamic boundary condition,Advances in Mathematical Sciences and Applications,30巻 (頁 347 ~ 376) ,Gakkotosho,2021年08月,Makoto Okumura and Takeshi Fukao

    共著,数学解析

  6. On a perturbed fast diffusion equation with dynamic boundary conditions,Advances in Mathematical Sciences and Applications,29巻 (頁 365 ~ 392) ,Gakkotosho,2020年11月,Takeshi Fukao

    単著,数学解析

  7. Vanishing diffusion in a dynamic boundary condition for the Cahn–Hilliard equation,NoDEA Nonlinear Differential Equations and Applications,27巻 Article 53号 (頁 1 ~ 27) ,Springer,2020年10月,Pierluigi Colli, Takeshi Fukao

    共著,数学解析

  8. On a transmission problem for equation and dynamic boundary condition of Cahn–Hilliard type with nonsmooth potentials,Mathematische Nachrichten,293巻 (頁 2051 ~ 2081) ,Wiley,2020年08月,Pierluigi Colli, Takeshi Fukao, Hao Wu

    共著,数学解析

  9. Cahn–Hilliard equation on the boundary with bulk condition of Allen–Cahn type,Advances in Nonlinear Analysis,9巻 (頁 16 ~ 38) ,de Gruyter,2020年01月,Pierluigi Colli, Takeshi Fukao

    共著,数学解析

  10. On a coupled bulk–surface Allen–Cahn system with an affine linear transmission condition and its approximation by a Robin boundary condition,Nonlinear Analysis: Theory, Methods & Applications,184巻 (頁 116 ~ 147) ,Elsevier,2019年02月,Pierluigi Colli, Takeshi Fukao, Kei Fong Lam

    共著,数学解析

  11. Abstract approach to degenerate parabolic equations with dynamic boundary conditions,Advances in Mathematical Sciences and Applications,27巻 (頁 29 ~ 44) ,Gakkotosho,2018年12月,Takeshi Fukao, Taishi Motoda

    共著,数学解析

  12. Nonlinear diffusion equations as asymptotic limits of Cahn–Hilliard systems on unbounded domains via Cauchy's criterion,Mathematical Methods in the Applied Sciences,41巻 (頁 2590 ~ 2601) ,John Wiley & Sons Ltd,2018年05月,Takeshi Fukao, Sunsuke Kurima, Tomomi Yokota

    共著,数学解析

  13. Nonlinear diffusion equations with Robin boundary conditions as asymptotic limits of Cahn–Hilliard systems,Journal of Elliptic and Parabolic Equations,4巻 (頁 271 ~ 291) ,Springer,2018年04月,Takeshi Fukao, Taishi Motoda

    共著,数学解析

  14. A boundary control problem for the equation and dynamic boundary condition of Cahn–Hilliard type,"Solvability, Regularity, Optimal Control of Boundary Value Problems for PDEs", Springer INdAM Series,Springer,2017年11月,Takeshi Fukao, Noriaki Yamazaki

    共著,数学解析

  15. Structure-preserving finite difference schemes for the Cahn–Hilliard equation with dynamic boundary conditions in the one-dimensional case,Communications on Pure and Applied Analysis,16巻 (頁 1915 ~ 1938) ,American Institute of Mathematical Sciences,2017年05月,Takeshi Fukao, Shuji Yoshikawa, Saori Wada

    共著,数学解析

  16. Solvability of p-Laplacian parabolic equations with constraints coupled with Navier–Stokes equations in 3D domains by using largeness of p,Funkcialaj Ekvacioj,60巻 (頁 1 ~ 20) ,Division of Functional Equations/The Mathematical Society of Japan,2017年04月,Takeshi Fukao, Yutaka Tsuzuki, Tomomi Yokota

    共著,数学解析

  17. Lagrange multiplier and singular limit of double-obstacle problems for the Allen–Cahn equation with constraint,Mathematical Methods in the Applied Sciences,40巻 (頁 5 ~ 21) ,John Wiley & Sons Ltd,2017年01月,Mohammad Hassan Farshbaf-Shaker, Takeshi Fukao, Noriaki Yamazaki

    共著,数学解析

  18. Cahn–Hilliard approach to some degenerate parabolic equations with dynamic boundary conditions,"System Modeling and Optimization", IFIP Advances in Information and Communication Technology,494巻 (頁 282 ~ 291) ,Springer,2016年12月,Takeshi Fukao

    共著,数学解析

  19. Convergence of Cahn–Hilliard systems to the Stefan problem with dynamic boundary conditions,Asymptotic Analysis,99巻 (頁 1 ~ 21) ,IOS Press,2016年08月,Takeshi Fukao

    単著,数学解析

  20. Nonlinear diffusion equations as asymptotic limits of Cahn–Hilliard systems,Journal of Differential Equations,260巻 (頁 6930 ~ 6959) ,Elsevier,2016年05月,Pierluigi Colli, Takeshi Fukao

    共著,数学解析

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