Global solvability to the Kirchhoff equation for a new class of initial data.

Manfrin, R.

Displaying similar documents to “Global solvability to the Kirchhoff equation for a new class of initial data.”

Pseudodifferential parametrices of infinite order for SG-hyperbolic problems.

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Simon Haller, Günther Hörmann (2008)

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Asymptotic expansion for a dissipative Benjamin--Bona--Mahony equation with periodic coefficients.

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Regularity and uniqueness in quasilinear parabolic systems

Pavel Krejčí, Lucia Panizzi (2011)

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Inspired by a problem in steel metallurgy, we prove the existence, regularity, uniqueness, and continuous data dependence of solutions to a coupled parabolic system in a smooth bounded 3D domain, with nonlinear and nonhomogeneous boundary conditions. The nonlinear coupling takes place in the diffusion coefficient. The proofs are based on anisotropic estimates in tangential and normal directions, and on a refined variant of the Gronwall lemma.

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Morando, Alessandro, Secchi, Paolo (2010)

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Blow-up and global existence profile of a class of fully nonlinear degenerate parabolic equations

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Open Mathematics

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This paper is mainly concerned with the blow-up and global existence profile for the Cauchy problem of a class of fully nonlinear degenerate parabolic equations with reaction sources.

Well-posedness of the Cauchy problem for hyperbolic equations with non-Lipschitz coefficients.

Aliev, Akbar B., Shukurova, Gulnara D. (2009)

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Inhomogeneous Gevrey ultradistributions and Cauchy problem

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Bulletin, Classe des Sciences Mathématiques et Naturelles, Sciences mathématiques

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