Subdiffusive continuous time random walks with power-law resetting

Abstract In the present work we revisit problem of behavior a subdiffusive continuous time random walk (CTRW) under resetting. The resetting process is considered as renewal with power-law distribution waiting times between events. We consider both case complete resetting, when an ordinary CTRW starts anew after event, and incomplete internal memory nor erased by restarts aged one. Using special representation for in obtained closed-form expressions probability density displacements mean first passage to given point asymptotic forms (including prefactors)