Tadayoshi Kano

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North-holland Mathematics Studies | 1984

Water Waves and Friedriehs Expansion

Tadayoshi Kano; Takaaki Nishida

Publisher Summary This chapter discusses the surface waves of water whose equations in the dimensionless form have a parameter which corresponds to mean depth /wave length. Two space-dimensional irrotational motions with free surface of an incompressible perfect fluid are called “water waves” and are governed by a system of equations in the dimensionless form for the velocity potential and the free surface given in this chapter.

Osaka Journal of Mathematics | 1986

A mathematical justification for Korteweg-de Vries equation and Boussinesq equation of water surface waves

Tadayoshi Kano; Takaaki Nishida

Journal of Mathematics of Kyoto University | 1979

Sur les ondes de surface de l’eau avec une justification mathématique des équations des ondes en eau peu profonde

Tadayoshi Kano; Takaaki Nishida

Journal of Mathematics of Kyoto University | 1986

Une théorie trois-dimensionnelle des ondes de surface de l’eau et le développement de Friedrichs

Tadayoshi Kano

Journal of The Mathematical Society of Japan | 1969

On the Cauchy problem for equations with multiple characteristic roots

Tadayoshi Kano

Proceedings of the Japan Academy, Series A, Mathematical Sciences | 1985

Sur l'équation de Boussinesq des ondes de surface de l'eau

Tadayoshi Kano; Takaaki Nishida

Proceedings of the Japan Academy, Series A, Mathematical Sciences | 1985

Une justification mathématique pour l'équation de Korteweg-de Vries approchant des ondes longues de surface de l'eau

Tadayoshi Kano; Takaaki Nishida

Publications of The Research Institute for Mathematical Sciences | 1969

A Necessary Condition for the Well-posedness of the Cauchy Problem for the First Order Hyperbolic System with Multiple Characteristics

Tadayoshi Kano

Comptes Rendus Mathematique | 2005

Une redcouverte de l'quation de Kortewegde Vries et de KadomtsevPetviashvili

Tadayoshi Kano; Takaaki Nishida

Archive | 1979

Sur les Ondes de Surface de l'Eau (偏微分方程式の解の構造の研究)

Tadayoshi Kano; Takaaki Nishida

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Takaaki Nishida

Kyoto University

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Osaka University

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Latest external collaboration on country level. Dive into details by clicking on the dots.

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Dive into the research topics where Tadayoshi Kano is active.

Publication

Featured researches published by Tadayoshi Kano.

Water Waves and Friedriehs Expansion

A mathematical justification for Korteweg-de Vries equation and Boussinesq equation of water surface waves

Sur les ondes de surface de l’eau avec une justification mathématique des équations des ondes en eau peu profonde

Une théorie trois-dimensionnelle des ondes de surface de l’eau et le développement de Friedrichs

On the Cauchy problem for equations with multiple characteristic roots

Sur l'équation de Boussinesq des ondes de surface de l'eau

Une justification mathématique pour l'équation de Korteweg-de Vries approchant des ondes longues de surface de l'eau

A Necessary Condition for the Well-posedness of the Cauchy Problem for the First Order Hyperbolic System with Multiple Characteristics

Une redcouverte de l'quation de Kortewegde Vries et de KadomtsevPetviashvili

Sur les Ondes de Surface de l'Eau (偏微分方程式の解の構造の研究)

Collaboration

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