DETERMINATION OF A TIME-DEPENDENT COEFFICIENT IN THE TIME-FRACTIONAL WAVE EQUATION WITH A NON-CLASSICAL BOUNDARY CONDITION

Tekin, I.Yang, H.2026-02-122026-02-1220232146-1147https://hdl.handle.net/20.500.12885/7085In this paper, an initial-boundary value problem for the time-fractional wave equation is considered. Given an additional condition, a time-dependent coefficient is determined and the existence and uniqueness theorem for small time is proved. An efficient finite difference scheme for solving the inverse problem is also proposed.eninfo:eu-repo/semantics/closedAccessFractional wave equationinverse coefficient problemexistence and uniquenessnon-classical boundary conditionfinite difference methodDETERMINATION OF A TIME-DEPENDENT COEFFICIENT IN THE TIME-FRACTIONAL WAVE EQUATION WITH A NON-CLASSICAL BOUNDARY CONDITIONArticle131110123WOS:0010538801000112-s2.0-85146753584Q4Q3