Let h be a system with characteristics of constant multiplicity. We prove that if there exists an operator A′ such that h∘A′ has diagonal principal part and admits a good decomposition, then h must satisfy the Levi conditions.
Conditions of hyperbolicity of linear differentiable systems with constant multiplicity
TAGLIALATELA, Giovanni;
2013-01-01
Abstract
Let h be a system with characteristics of constant multiplicity. We prove that if there exists an operator A′ such that h∘A′ has diagonal principal part and admits a good decomposition, then h must satisfy the Levi conditions.File in questo prodotto:
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