Published March 11, 2025 | Version v2

Data generated by the modified Langevin equation with asymmetric finite range persistence

Authors/Creators

Description

Data analyzed in paper: Czechowski Z. Asymmetric Finite-Range Persistence in Time Series Generated by the Modified Discrete Langevin Model, Symmetry 2025, 17, 287. 

Case: M3 (Eq. (14)), asymmetric persistence given by Eqs. (20), (21)

Files

M3eq20_21.txt

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Additional details

Funding

National Science Centre
Influence of memory and nonlinearity on behavior of extremes in geophysical time series with long finite-term persistence UMO-2022/45/B/ST10/01621

Dates

Updated
2025-08-22