Pages that link to "Item:Q1171672"
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The following pages link to The asymptotic distributional behaviour of transformations preserving infinite measures (Q1171672):
Displaying 40 items.
- Limit theory for the sample autocovariance for heavy-tailed stationary infinitely divisible processes generated by conservative flows (Q270200) (← links)
- Mixing rates for intermittent maps of high exponent (Q343800) (← links)
- Operator renewal theory and mixing rates for dynamical systems with infinite measure (Q443975) (← links)
- Functional central limit theorem for heavy tailed stationary infinitely divisible processes generated by conservative flows (Q482839) (← links)
- Measure preserving extensions and minimal wandering rates (Q532584) (← links)
- Transformations on [0,1] with infinite invariant measures (Q786963) (← links)
- Generic distributional limits for measure preserving transformations (Q793861) (← links)
- Distributional limit theorems in infinite ergodic theory (Q818821) (← links)
- Infinite measure preserving transformations with compact first regeneration (Q926376) (← links)
- The intrinsic normalising constants of transformations preserving infinite measures (Q1102399) (← links)
- On the local times of stationary processes with conditional local limit theorems (Q1635911) (← links)
- Distributional limits of positive, ergodic stationary processes and infinite ergodic transformations (Q1650123) (← links)
- A limit theorem for the Perron-Frobenius operator of transformations on [0,1] with indifferent fixed points (Q1903107) (← links)
- A functional non-central limit theorem for multiple-stable processes with long-range dependence (Q2196387) (← links)
- Distributional behavior of time averages of non-\(L^1\) observables in one-dimensional intermittent maps with infinite invariant measures (Q2350110) (← links)
- Limit theory for some positive stationary processes with infinite mean (Q2438263) (← links)
- Mixing limit theorems for ergodic transformations (Q2471125) (← links)
- Recurrence properties of planar Lorentz process (Q2482867) (← links)
- Maxima of long memory stationary symmetric \(\alpha\)-stable processes, and self-similar processes with stationary max-increments (Q2515510) (← links)
- Measure preserving transformations similar to Markov shifts (Q2655769) (← links)
- A Fréchet law and an Erdős-Philipp law for maximal cuspidal windings (Q2842224) (← links)
- Rational weak mixing in infinite measure spaces (Q2873999) (← links)
- Return- and hitting-time limits for rare events of null-recurrent Markov maps (Q2978892) (← links)
- Return- and hitting-time distributions of small sets in infinite measure preserving systems (Q3298425) (← links)
- (Q3482576) (← links)
- Upper Bounds for Ergodic Sums of Infinite Measure Preserving Transformations (Q3485120) (← links)
- Second Order Ergodic Theorems for Ergodic Transformations of Infinite Measure Spaces (Q3987967) (← links)
- (Q4022246) (← links)
- Ergodic Theory for Markov Fibred Systems and Parabolic Rational Maps (Q4201472) (← links)
- The Dynkin-Lamperti arc-sine laws for measure preserving transformations (Q4211161) (← links)
- On the asymptotics of a 1-parameter family of infinite measure preserving transformations (Q4213134) (← links)
- LOCAL LIMIT THEOREMS FOR PARTIAL SUMS OF STATIONARY SEQUENCES GENERATED BY GIBBS–MARKOV MAPS (Q4460419) (← links)
- Occupation times of discrete-time fractional Brownian motion (Q4630520) (← links)
- Statistical properties for nonhyperbolic maps with finite range structure (Q4942885) (← links)
- Variations around Eagleson’s theorem on mixing limit theorems for dynamical systems (Q5131219) (← links)
- Exponential chi-squared distributions in infinite ergodic theory (Q5166507) (← links)
- Functional limit theorem for occupation time processes of intermittent maps (Q5215405) (← links)
- Subexponential instability in one-dimensional maps implies infinite invariant measure (Q5251221) (← links)
- Arcsine and Darling–Kac laws for piecewise linear random interval maps (Q5887750) (← links)
- Interval maps with return index zero (Q6594827) (← links)