Develops variational approximation of uniform Lyapunov exponents using adapted metrics on exterior products and applies it to obtain dimension bounds for attractors in delay equations.
Negatively invariant sets of compact m aps and an extension of a theorem of Cartwright
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Variational description of uniform Lyapunov exponents via adapted metrics on exterior products
Develops variational approximation of uniform Lyapunov exponents using adapted metrics on exterior products and applies it to obtain dimension bounds for attractors in delay equations.