Multifractal analysis of the Lyapunov spectrum (Q1610044)

The multifractal spectrum of Lyapunov exponents is studied under a weaker hypotesis on dynamical systems than in earlier papers. Namely, instead of imposing expanding or Axiom A assumptions on a diffeomorphism \(f\) in question the authors assume just expansivity, specification and the Bowen condition on \(\phi=\|Df\|\) which ensures existence and uniqueness of the equilibrium state for \(\phi\).