Under general resetting, stochastic functionals of random walks become deterministic at long times if reset times have a finite first moment, and obey new U-shaped, W-shaped, or inverted-U limiting distributions for power-law resetting.
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Statistical properties of stochastic functionals under general resetting
Under general resetting, stochastic functionals of random walks become deterministic at long times if reset times have a finite first moment, and obey new U-shaped, W-shaped, or inverted-U limiting distributions for power-law resetting.