Understanding Brownian Motion: Statistics & Standard Deviation

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Standard deviation is crucial in understanding Brownian motion as it quantifies the variability of particle movement around the average position. The random motion of individual particles means that statistical methods are necessary to analyze their behavior effectively. By using statistics, one can estimate average properties of the particles, while standard deviation helps gauge the extent of fluctuations in their movement. This understanding is essential for predicting the behavior of particles in various scientific fields. Overall, statistics and standard deviation provide valuable insights into the dynamics of Brownian motion.
Kork
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Can someone please explain how the standard deviation is relevant when we are talking Brownian motion? And why is statistics important when we want to understand the movement of a brownian particle?
 
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