D. Weisbart

activity

20092026

most cited

p

-Adic Brownian Motion is a Scaling Limit

8 citations · 33 across the 14 of their papers we have counts for

collaborators

Showing 2024 · math.PRShow all

2 papers · 2 filters

math.PR2024

Brownian Motion in the $p$ -Adic Integers is a Limit of Discrete Time Random Walks

Tyler Pierce, David Weisbart

Vladimirov defined an operator on balls in $Q_{p}$ , the $p$ -adic numbers, that is analogous to the Laplace operator in the real setting. Kochubei later provided a probabilist…

math.PR2024

Brownian Motion in a Vector Space over a Local Field is a Scaling Limit

Tyler Pierce, Rahul Rajkumar, Andrea Stine +2

For any natural number $d$ , the Vladimirov-Taibleson operator is a natural analogue of the Laplace operator for complex-valued functions on a $d$ -dimensional vector space $V$ over…

Brownian Motion in the p-Adic Integers is a Limit of Discrete Time Random Walks

Brownian Motion in a Vector Space over a Local Field is a Scaling Limit

Brownian Motion in the $p$ -Adic Integers is a Limit of Discrete Time Random Walks