Renato MANFRIN | Università Iuav di Venezia, Venice | IUAV ...
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Sep Renato Manfrin. A class of semi-linear weakly hyperbolic equations of second order in 1 space dimension is considered. Using the properties of the analytic functions we give energy ...
CiteSeerX — FORMATION OF SINGULARITIES FOR WEAKLY NON ...
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@MISC{Boiti_formationof, author = {Chiara Boiti and Renato Manfrin and Communicated I. D. Iliev}, title = {FORMATION OF SINGULARITIES FOR WEAKLY NON-LINEAR N ×N HYPERBOLIC SYSTEMS}, year = {}} Abstract. We present some results on the formation …
Formation of singularities for certain hyperbolic systems in one ...www.ixueshu.com › document
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作者： Renato Manfrin. 关键词： Theoretical or Mathematical/ hyperbolic equations/ singularities; classical solutions; quasilinear strictly hyperbolic systems; ...
Analytic regularity for a class of semi-linear weakly hyperbolic...
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A class of semi-linear weakly hyperbolic equations of second order in 1 space dimension is considered. Using the properties of the analytic functions we gi
A solvability result for a nonlinear weakly hyperbolic equation of...
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In this article we study the well-posedness of the initial value problem for quasi-linear weakly hyperbolic equations of second order. We obtain a sufficient...
All web results to the name "Renato Manfrin"
Existence of solutions for a Kirchhoff-type-nonlocal ...
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Renato Manfrin. On the global solvability of symmetric hyperbolic systems of Kirchhoff type. On the global solvability of symmetric hyperbolic systems of Kirchhoff type. Discrete & Continuous Dynamical Systems - A , 1997, 3 (1) :
Formation of Singularities for Weakly Non-Linear N N ...
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Serdica Math. J. 27 (2001), FORMATION OF SINGULARITIES FOR WEAKLY NON-LINEAR N × N HYPERBOLIC SYSTEMS Chiara Boiti, Renato Manfrin Communicated by I. D. Iliev Abstract.
Global Existence for Nonlinear Hyperbolic Systems of Kirchhoff Type
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In this paper we prove the global solvability of the Cauchy problem, with small and suitably smooth initial data, for nonlinear hyperbolic systems with...
MANFRIN , TONIN : Levi condition and analytic regularity for ...projecteuclid.org › euclid.hokmj
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Levi condition and analytic regularity for quasi-linear weakly hyperbolic equations of second order. Renato MANFRIN and Francesco TONIN ...
On global small solutions of nonlinear Timoshenko's type ...cyberleninka.org › article
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Similar topics of scientific paper in Mathematics , author of scholarly article — Renato Manfrin. Well-posedness of hyperbolic systems with multiplicities and ...
Journal of Differential Equations Vol 132 N. 2 (1996) AUTHOR ...
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... Global Existence for Nonlinear renato Manfrin Hyperbolic Systems of Kirchhoff Type 239 Corrado Mascia, L^1 Nonlinear Stability of Traveling Waves Roberto ...
On the breakdown of solutions to NxN quasilinear hyperbolic systems
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Renato Manfrin. Bibliografia. [1], Alinhac S., Blow up for Nonlinear Hyperbolic Equations, 1995, Birkhäuser, Boston; [2], Boiti C., Manfrin R., Some results of ...
S. I. Pokhozhaev, “On a class of quasilinear hyperbolic ...www.mathnet.ru › eng
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Renato Manfrin, “On the global solvability of Kirchhoff equation for non-analytic initial data”, Journal of Differential Equations, 211:1 (2005), 38 crossref ...
Volume 27, Number 1,
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Chiara Boiti .it, Renato Manfrin .it Mathematics Subject Classification: 35L65, 35L67. Key words: Blow-up, hyperbolic ...
On the global solvability of symmetric hyperbolic systems of...
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We shall prove here the global solvability for small initial data for symmetric hyperbolic systems with integro-differential coefficients. In this way, we will...
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