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Applicable Analysis
An International Journal
Volume 58, 1995 - Issue 1-2
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Original Articles

Generalized fourier transforms and global small solutions to kirchhoff equations

Reinhard Racke Unviversity of Constance, Faculty of Mathematics, Germany, 78434View further author information
Pages 85-100 | Received 29 Oct 1994, Published online: 02 May 2007

Citations (9)

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Renato Manfrin. (1998) Global solutions to kirchhoff equations with non-local nonlinearities defined by a potential. Applicable Analysis 69:1-2, pages 1155-1168.
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Articles from other publishers (8)

Taeko Yamazaki. (2015) Necessary condition on the dissipative term for the asymptotically free property of dissipative Kirchhoff equations. Nonlinear Analysis 125, pages 99-112.
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Tokio MATSUYAMA. (2010) Global well-posedness for the exterior initial-boundary value problem to the Kirchhoff equation. Journal of the Mathematical Society of Japan 62:4.
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Taeko Yamazaki. (2005) Global solvability for the Kirchhoff equations in exterior domains of dimension three. Journal of Differential Equations 210:2, pages 290-316.
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Mitsuhiro Nakao. 2005. New Trends in the Theory of Hyperbolic Equations. New Trends in the Theory of Hyperbolic Equations 213 299 .
Taeko Yamazaki. (2004) Global solvability for the Kirchhoff equations in exterior domains of dimension larger than three. Mathematical Methods in the Applied Sciences 27:16, pages 1893-1916.
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Karen Yagdjian. (2003) Geometric optics for the Kirchhoff-type equations. Journal d'Analyse Mathématique 89:1, pages 57-112.
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Karen Yagdjian. (2001) The Lax–Mizohata Theorem for Kirchhoff-Type Equations. Journal of Differential Equations 171:2, pages 346-369.
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K. Yagdjian. 2001. Proceedings of the Second ISAAC Congress. Proceedings of the Second ISAAC Congress 1547 1561 .

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