Pages that link to "Item:Q1282268"
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The following pages link to Examples of expanding \(C^1\) maps having no \(\sigma\)-finite invariant measure equivalent to Lebesgue (Q1282268):
Displaying 6 items.
- Equilibrium states and SRB-like measures of \(C^1\)-expanding maps of the circle (Q692858) (← links)
- Generic expanding maps without absolutely continuous invariant \(\sigma\)-finite measure (Q2474584) (← links)
- Ergodic and Bernoulli properties of analytic maps of complex projective space (Q2781413) (← links)
- Exact C<sup>∞</sup>covering maps of the circle without (weak) limit measure (Q4548927) (← links)
- Examples of Rational Maps of CP^2 with Equal Dynamical Degrees and No Invariant Foliation (Q5739431) (← links)
- A generic \(C^1\) expanding map has a singular S-R-B measure (Q5953652) (← links)
