Pages that link to "Item:Q6107782"

The following pages link to Natural extensions and entropy of \(\alpha \)-continued fraction expansion maps with odd partial quotients (Q6107782):

Displaying 10 items.

• On the ergodic theory of Tanaka-Ito type \(\alpha \)-continued fractions (Q831883) (← links)
• Natural extensions for Nakada's \(\alpha\)-expansions: descending from \(1\) to \(g^2\) (Q1675601) (← links)
• \(\alpha\)-expansions with odd partial quotients (Q1729762) (← links)
• Matching for a family of infinite measure continued fraction transformations (Q2196713) (← links)
• On the equivalence relations of \(\alpha\)-continued fractions (Q2252944) (← links)
• The non-monotonicity of the entropy of α-continued fraction transformations (Q3507959) (← links)
• Matching in a family of piecewise affine maps (Q4644684) (← links)
• Tanaka–Ito α-continued fractions and matching (Q4997238) (← links)
• The entropy of Nakada's α-continued fractions: analytical results (Q5246461) (← links)
• Proofs of ergodicity of piecewise Möbius interval maps using planar extensions (Q6595853) (← links)