A multidimensional elephant random walk with stops converges, after normalization, to a Mittag-Leffler distribution times a fixed matrix, with iterated-logarithm laws and Gaussian limits in all regimes.
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On the multidimensional elephant random walk with stops
A multidimensional elephant random walk with stops converges, after normalization, to a Mittag-Leffler distribution times a fixed matrix, with iterated-logarithm laws and Gaussian limits in all regimes.