Pages that link to "Item:Q3166356"
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The following pages link to Differentiating potential functions of SRB measures on hyperbolic attractors (Q3166356):
Displaying 19 items.
- Derivative formula of the potential function for generalized SRB measures of hyperbolic systems of codimension one (Q477389) (← links)
- Whitney-Hölder continuity of the SRB measure for transversal families of smooth unimodal maps (Q496207) (← links)
- The quest for the ultimate anisotropic Banach space (Q526579) (← links)
- Differentiation of SRB states: Correction and complements (Q1400905) (← links)
- Linear response, and consequences for differentiability of statistical quantities and multifractal analysis (Q1730959) (← links)
- SRB attractors with intermingled basins for non-hyperbolic diffeomorphisms (Q1948760) (← links)
- Computational assessment of smooth and rough parameter dependence of statistics in chaotic dynamical systems (Q2038164) (← links)
- Infimum of the metric entropy of volume preserving Anosov systems (Q2357558) (← links)
- A regularity result for fixed points, with applications to linear response (Q4639607) (← links)
- A Trajectory-Driven Algorithm for Differentiating SRB Measures on Unstable Manifolds (Q5028415) (← links)
- Efficient Computation of Linear Response of Chaotic Attractors with One-Dimensional Unstable Manifolds (Q5072970) (← links)
- Rigorous justification for the space–split sensitivity algorithm to compute linear response in Anosov systems (Q5089484) (← links)
- SRB measures for partially hyperbolic attractors of local diffeomorphisms (Q5110227) (← links)
- Approximating Linear Response by Nonintrusive Shadowing Algorithms (Q5164018) (← links)
- A Numerical Study of Gibbs <i><i>u</i></i>-Measures for Partially Hyperbolic Diffeomorphisms on <i>T3</i> (Q5228844) (← links)
- Linear and fractional response for the SRB measure of smooth hyperbolic attractors and discontinuous observables (Q5346743) (← links)
- Differentiability of thermodynamical quantities in non uniformly expanding dynamics (Q5965074) (← links)
- A numerical study of rigidity of hyperbolic splittings in simple two-dimensional maps (Q6499132) (← links)
- Equivariant divergence formula for hyperbolic chaotic flows (Q6631584) (← links)