Crossing an asymptotically square-root boundary by the Brownian motion

Denisov DE, Hinrichs G, Sakhanenko AI, Wachtel V. Crossing an asymptotically square-root boundary by the Brownian motion. Tr. Mat. Inst. Steklova. 2022;316(Vetvyashchesya Protsessy i Smezhiye Voprosy):113-128.

Denisov, D. E., Hinrichs, G., Sakhanenko, A. I., & Wachtel, V. (2022). Crossing an asymptotically square-root boundary by the Brownian motion. Tr. Mat. Inst. Steklova, 316(Vetvyashchesya Protsessy i Smezhiye Voprosy), 113-128. https://doi.org/10.4213/tm4241

Denisov, D. E., Hinrichs, G., Sakhanenko, A. I., and Wachtel, V. (2022). Crossing an asymptotically square-root boundary by the Brownian motion. Tr. Mat. Inst. Steklova 316, 113-128.

Denisov, D.E., et al., 2022. Crossing an asymptotically square-root boundary by the Brownian motion. Tr. Mat. Inst. Steklova, 316(Vetvyashchesya Protsessy i Smezhiye Voprosy), p 113-128.

D.E. Denisov, et al., “Crossing an asymptotically square-root boundary by the Brownian motion”, Tr. Mat. Inst. Steklova, vol. 316, 2022, pp. 113-128.

Denisov, D.E., Hinrichs, G., Sakhanenko, A.I., Wachtel, V.: Crossing an asymptotically square-root boundary by the Brownian motion. Tr. Mat. Inst. Steklova. 316, 113-128 (2022).

Denisov, Denis E., Hinrichs, Günter, Sakhanenko, Alexander I., and Wachtel, Vitali. “Crossing an asymptotically square-root boundary by the Brownian motion”. Tr. Mat. Inst. Steklova 316.Vetvyashchesya Protsessy i Smezhiye Voprosy (2022): 113-128.