Presented By: Math Undergraduate Seminar - Department of Mathematics
Mathematics Undergraduate Seminar
Zach Duah - Modifying Brownian Motion
Typically, Brownian Motion is constructed from the set of continuous functions from [0, \infty) into \mathbb{R}. However, can we modify Brownian Motion such that we can construct it from the set of all paths in \mathbb{R} rather than the continuous ones? In this talk, we will explore this notion, along with other concepts in stochastic analysis.
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