Journal of Engineering
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Research from University of Padua has provided new information about mechanical engineering
July 15th, 2009
According to recent research from Padua, Italy, "The Amann-Conley-Zehnder (ACZ) reduction is a global Lyapunov-Schmidt reduction for PDEs based on spectral decomposition. ACZ has been applied in conjunction to diverse topological methods, to derive existence and multiplicity results for Hamiltonian systems, for elliptic boundary value problems, and for nonlinear wave equations."
"Recently, the ACZ reduction has been translated numerically for semilinear Dirichlet problems and for modeling molecular dynamics, showing competitive performances with standard techniques. In this paper, we apply ACZ to a class of nonlinear wave equations in T-n, attaining to the definition of a...
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Source: Journal of Engineering (2009-07-15)