Abstract
This paper is devoted to the qualitative study of disconjugate random linear Hamiltonian systems. We relate the principal solutions at ±∞ with the ergodic structure of the flow, the presence of exponential dichotomy, and the description of the Sacker-Sell spectrum. A continuity theorem for the principal solutions is also provided.
Citation
Russell Johnson. Sylvia Novo. Rafael Obaya. "An ergodic and topological approach to disconjugate linear Hamiltonian systems." Illinois J. Math. 45 (3) 803 - 822, Fall 2001. https://doi.org/10.1215/ijm/1258138152
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