Global existence and uniqueness are proved for the forward problem with variable σ(t) and for the inverse problem of recovering the source r(t) from a general overdetermination condition F[u(t)] = Φ(t).
Direct and inverse problems for time-fractional pseudo-parabolic equations
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Forward and inverse problems for a time-fractional pseudo-parabolic equation with variable coefficients
Global existence and uniqueness are proved for the forward problem with variable σ(t) and for the inverse problem of recovering the source r(t) from a general overdetermination condition F[u(t)] = Φ(t).