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20182025
most citedSingularities of invariant densities for random switching between two linear ODEs in 2D

1 citations · 1 across the 4 of their papers we have counts for

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9 papers · 1 filter

math.PR2021

Extreme statistics of superdiffusive Levy flights and every other Levy subordinate Brownian motion

Sean D Lawley

The search for hidden targets is a fundamental problem in many areas of science, engineering, and other fields. Studies of search processes often adopt a probabilistic framework, i…

math.PR2020

Extreme first passage times for random walks on networks

Sean D Lawley

Many biological, social, and communication systems can be modeled by ``searchers'' moving through a complex network. For example, intracellular cargo is transported on tubular netw…

math.PR2020

Extreme statistics of anomalous subdiffusion following a fractional Fokker-Planck equation: Subdiffusion is faster than normal diffusion

Sean D Lawley

Anomalous subdiffusion characterizes transport in diverse physical systems and is especially prevalent inside biological cells. In cell biology, the prevailing model for chemical a…

math.PR2020

Competition between slow and fast regimes for extreme first passage times of diffusion

Jacob B. Madrid, Sean D. Lawley

Many physical, chemical, and biological systems depend on the first passage time (FPT) of a diffusive searcher to a target. Typically, this FPT is much slower than the characterist…

math.PR2020

The effects of fast inactivation on conditional first passage times of mortal diffusive searchers

Sean D Lawley

The first time a searcher finds a target is called a first passage time (FPT). In many physical, chemical, and biological processes, the searcher is "mortal," which means that the…

math.PR2019

Extreme first passage times of piecewise deterministic Markov processes

Sean D Lawley

The time it takes the fastest searcher out of searchers to find a target determines the timescale of many physical, chemical, and biological processes. This time is called…