開催年月日： 2021年11月 - 2021年12月

記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：オンライン開催   国名：日本国  

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その他リンク： http://www.sgu-mathphys.sci.waseda.ac.jp/event/ws2021/pdf/abstract_WS2021.pdf

開催年月日： 2021年9月

記述言語：日本語   会議種別：口頭発表（一般）  

開催地：オンライン開催   国名：日本国  

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その他リンク： https://www.mathsoc.jp/assets/pdf/activity/meeting/chiba21sept/program/prog21sept_ja_20210810.pdf

開催年月日： 2021年8月 - 2021年9月

記述言語：日本語   会議種別：口頭発表（一般）  

開催地：オンライン開催   国名：日本国  

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その他リンク： http://www2.kobe-u.ac.jp/~ueda/Wakate42/2021wakate_program.pdf

記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：東京科学大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady-state Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition on the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem admits at least one solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary datum. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：早稲田大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady Navier- Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem has a solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary data. We also show that such an assumption on the friction coefficient is redundant for the existence of a solution in the case when the fluxes across each connected component of the boundary are sufficiently small, or the domain and the given data satisfy certain symmetry conditions. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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その他リンク： https://soliton.w.waseda.jp/twjw2024.pdf

記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：University of Pittsburgh   国名：アメリカ合衆国  

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記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：お茶の水女子大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem has a solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary data. We also show that such an assumption on the friction coefficient is redundant for the existence of a solution in the case when the fluxes across each connected component of the boundary are sufficiently small, or the domain and the given data satisfy certain symmetry conditions. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：オンライン開催   国名：日本国  

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その他リンク： https://www.sci.kanagawa-u.ac.jp/math-phys/hmatsu/program(WakatePDE2022).pdf

記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：University of Pittsburgh   国名：アメリカ合衆国  

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その他リンク： https://www.mathematics.pitt.edu/sites/default/files/abstracts/20221107_abstract.pdf

記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：京都大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem has a solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary datum. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：東京科学大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem has a solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary datum. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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その他リンク： https://sites.google.com/view/nlpde-titech/abstract

記述言語：英語   会議種別：口頭発表（招待・特別）  

開催地：University of Pittsburgh   国名：アメリカ合衆国  

We consider the nonhomogeneous boundary value problem for the stationary Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. It is shown that this problem admits at least one weak solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary datum. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：大宮ソニックシティ   国名：日本国  

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記述言語：日本語   会議種別：口頭発表（招待・特別）  

開催地：名古屋大学   国名：日本国  

We consider the nonhomogeneous boundary value problem for the steady Navier-Stokes equations under the slip boundary conditions in a two-dimensional bounded domain with multiple boundary components. By the incompressibility condition of the fluid, the total flux of the given boundary datum through the boundary must be zero. We prove that this problem has a solution if the friction coefficient is sufficiently large compared with the kinematic viscosity constant and the curvature of the boundary. No additional assumption (other than the necessary requirement of zero total flux through the boundary) is imposed on the boundary datum. This talk is based on the joint work with Prof. Giovanni P. Galdi (University of Pittsburgh).

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