Computability of convergence rates in the ergodic theorem for martin-l¨of random points

HIGHLIGHTS

• who: GEORGE DAVIE from the (UNIVERSITY) have published the research work: Computability of convergence rates in the Ergodic Theorem for Martin-Lu00a8of random points, in the Journal: (JOURNAL)
• what: Lastly the authors show (using the result from_[2] again) that for the measure of the effectively open set any real u03b1, the convergence rates are computable in u03b1 and the layers relative to u03b1.

SUMMARY

Published: September 2022 George Davie While the results of Avigad, Gerhardy and Towsner and those of Hoyrup and Rojas imply that the convergence rates are layerwise . . .

 



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