Random walk on the Poincaré disk induced by a group of Möbius transformations.

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作者： Charles,McCarthy ^[1] ; Gavin,Nop ^[1] ; Reza,Rastegar ^[2] ; Alexander,Roitershtein ^[3]

作者单位： Department of Mathematics, Iowa State University, Ames, IA 50011, USA. ^[1] Occidental Petroleum Corporation, Houston, TX 77046, USA. ^[2] Department of Statistics, Texas A&M University, College Station, TX 77843, USA. ^[3]

关键词 Poincaré disk Primary: 60J05, 51M10 Secondary: 60F15, 60F10 bipolar coordinates gyrotranslations iterated random functions limit theorems random M?bius transformations random motion random walks

PMID 32021054

发布时间 2020-09-28

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Markov processes and related fields

2019年25卷5期

915-940页

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Random walk on the Poincaré disk induced by a group of Möbius transformations.

Markov processes and related fields

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Markov processes and related fields

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Random walk on the Poincaré disk induced by a group of Möbius transformations.

Markov processes and related fields

相似文献

Markov processes and related fields

相关期刊

检索历史清除